{ "cells": [ { "cell_type": "markdown", "metadata": { "toc": true }, "source": [ "<h1>Table of Contents<span class=\"tocSkip\"></span></h1>\n", "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Basic-Plots\" data-toc-modified-id=\"Basic-Plots-1\"><span class=\"toc-item-num\">1 </span>Basic Plots</a></span></li><li><span><a href=\"#Scatter-(2D)-plots\" data-toc-modified-id=\"Scatter-(2D)-plots-2\"><span class=\"toc-item-num\">2 </span>Scatter (2D) plots</a></span><ul class=\"toc-item\"><li><span><a href=\"#Simple-scatter-with-colors\" data-toc-modified-id=\"Simple-scatter-with-colors-2.1\"><span class=\"toc-item-num\">2.1 </span>Simple scatter with colors</a></span></li><li><span><a href=\"#Scatter-plot-with-colors-and-symbols\" data-toc-modified-id=\"Scatter-plot-with-colors-and-symbols-2.2\"><span class=\"toc-item-num\">2.2 </span>Scatter plot with colors and symbols</a></span></li></ul></li><li><span><a href=\"#Seaborn\" data-toc-modified-id=\"Seaborn-3\"><span class=\"toc-item-num\">3 </span>Seaborn</a></span><ul class=\"toc-item\"><li><span><a href=\"#Boxplot\" data-toc-modified-id=\"Boxplot-3.1\"><span class=\"toc-item-num\">3.1 </span>Boxplot</a></span></li><li><span><a href=\"#Density-Plots\" data-toc-modified-id=\"Density-Plots-3.2\"><span class=\"toc-item-num\">3.2 </span>Density Plots</a></span></li><li><span><a href=\"#Violin-plot(distribution)\" data-toc-modified-id=\"Violin-plot(distribution)-3.3\"><span class=\"toc-item-num\">3.3 </span>Violin plot(distribution)</a></span></li><li><span><a href=\"#Pairwise-scatter-plots\" data-toc-modified-id=\"Pairwise-scatter-plots-3.4\"><span class=\"toc-item-num\">3.4 </span>Pairwise scatter plots</a></span></li></ul></li></ul></div>" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import seaborn as sns\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import pandas as pd" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Basic Plots" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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</g>\r\n", " <g id=\"patch_6\">\r\n", " <path d=\"M 44.845313 7.2 \r\n", "L 379.645313 7.2 \r\n", "\" style=\"fill:none;stroke:#000000;stroke-linecap:square;stroke-linejoin:miter;stroke-width:0.8;\"/>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " <defs>\r\n", " <clipPath id=\"pf2a77b7365\">\r\n", " <rect height=\"217.44\" width=\"334.8\" x=\"44.845313\" y=\"7.2\"/>\r\n", " </clipPath>\r\n", " </defs>\r\n", "</svg>\r\n" ], "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(x, sines, \"o\")\n", "plt.show()\n", "# use plt.plot to get color / marker abbreviations" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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CUyiR01+OCR/NzMCB14XTqcLly65IWKdHLYYcCQl8tbH0P//YLY3XfPUV8xi8xAxwRqfOdovjE717y79g/Hi7JQks0CUmAse5c8CyZUDGv4xcumnTnJtJlgV58gCPPSbr77xjryxhh2kNDBlif51yH3j/feBjPILU6HygJYt96mJmN2aJ6k8+Aa5csVcWO9CKwAK++EJC0Ya8WVcc7hcvSgcMxXj4YaBECamckZFhtzRhwrlzromZ4cPtlcUHEhOlTMnlArHIuHeobFSw2UWbNlIN4Ngxr/vuhARaEfgJs0TbAEak0AMPyJvJk22TyVdKlACSklwtajVBYNYsGTi0agXUqmW3NF5jhhwPGQLkfW6EzG/873/yRFUIIpdVEI5h1Pp295O1a4Ft24CSJaU5Pfr2ldyC9euVNJHz5rVbgjCC2eUWeughe2XxgfR0sQYAw61YrRrQs6f4Vj77zE7RfGLwYLl116wBNm+2W5rgohWBn5jWwLBh4mdH/vzA3XfLxilTbJPLHy5fBmbMkIGdJoAkJMgTJzZWaiIrRmSkuIZWrBC3CgAJvQHkAlIs/KxgQeC++2Q93KwCrQj84MQJYN48MSuvce+a7qGZM7PtYOZUli0Dhg6VCo2K3ctq4T5JHBNjryw+EhWVqV1C+/ZAuXJSkXTNGrvE8plHH5V7+ckn7ZYkuGhF4AfTp8tzvnNnoHJltw8aN5Y6LCdPAvHqVNY26dRJcuR27QJ++81uaUKUs2elMA+g5CTx7t0yELqOyEipvw7IDaIY1auLfq5Xz25JgotWBH6QP7/UKDGt4asQia8IUNI9FBUFDBwo6zNm2CtLyPLFF1KsrU0b6ZSiGCNGAOXLA4sWefhwyBBZzp0rE+Eax6MVgR88+qj07+7a1cOHgwbJzOuPP+bY5NuJmPfy7Nm6/pDlKD5JfPw4sHixTBY3a+Zhhxo1pIz2hQseu/epwFdfAbfdFj5Nm7Qi8JPo6Cz6ERcvDtx5p9z0CprI9eoBDRpIid5vv7VbmhBj/Xpg61aJ173zTrul8ZovvxQl0LWr/AkeGTpUlgpe+4D8e37+Gfj8c7slCQ5aEfjAkSPA22/LFEC2mJPGU6dm2eDeyZhWgXYPWYxpDQwdqmS8rvlwHDw4m53695cJ8BUrgAMHgiGWpQwaJMv588OjaY1WBD7w+edSY85oQ5A1t98us8iHDgHL1SvGdc89YuH36GG3JCHEmTOurHMFJ4l37AB+/116MXXvns2ORYoYiTWQ6DnFqFZN3F4XLgALF9otTeDRisAHzIoA99yTw44REa7AZAUnjUuVAn79VUk3tnOZNUv6mbZtK08bxTCtgbvuykXEq7t7SMGaJaZVEA75NFoReEliovgPixXLZTOLoUNFISxYkEW8nSas+OILWarQy9EDf/0lQXHmQzJb2rYFKlQA9u8HVq8OuGxW07+/RNAtWSIT5KGMVgReYloD/foZmcQ5UaGCBOanpio7tNixA3j2WSmlofGDAwfExMqXT62G1m7MnClBcLfemoudFc8pKFlScoTS00O/p7FWBF7A7IVbyB1z0njKFCVTdT/6SHqqT51qtySKYz5NevVSp6mvBypU8KIooRlxMG+eONwVY+RIKZtk/hmhiiWKgIg6E9EuItpDRKM9fD6UiJKJaLPxesDtsyFEtNt4Ofrn/vVXGQ2VLy/FInNN9+4yvEhMBDZtCph8gcK8Cb74QgwbjY+YowizFpVCXLoErFvnwzimWjWgZUtJLFMwp+D222UcV7So3ZIEFr8VARFFAvgQQBcAtQHcTUS1Pew6h5kbGK/JxneLAxgHoBmApgDGEVExf2UKFFFRYioOHuxlmeY8ecSXBCjZpyAuTiokJydLIpHGBxITxbdWrJhaPYkNvv1WIsjuusuHL5sBE9OmWSqTxjqssAiaAtjDzPuY+QqA2QBy6wDtBGApM59i5tMAlgJw7F3SrBnwww/AK6/48OUBA2Q5Z45y7iEinVPgN2Zdob59czm55CzMaCGvLGGTfv1kXmTVKmDfPkvlCgYXLgBPPQU0b65k8FOusEIRlANw2O19krEtM32IaCsRzSeiCl5+F0Q0nIgSiCghOTnZArF9x6fe4i1bSlXGgwcls1QxBg0SKyg+PheJdJprYXYpAgXdQqYlGBnpGs94ReHCrjLbCo4k8ucHvv5abttff7VbmsBghSLw9FjMPOT9FkAlZq4HYBkA82rIzXdlI/MkZo5j5riSJUv6LKyvTJ0qAxqfRwQRES67WsEQhHLlpMJwaqqS4tvL+vUSQlm2LNC6td3SeM3s2UBamni0SpXy8SDuxasUs4gjIlxFGEO15IQViiAJQAW39+UBHHHfgZlPMrNZmP8zAI1z+10ncPGi1Cdv08bP+nHmcGruXCVLTjz0kBRVbdHCbkkUw7QG+vfPojCVs8lVSYmcaNNGAib+/FMScRTDzJuYO1fJFiM5YoUi2ACgGhFVJqI8AAYAuKYIPxGVcXvbE8BOY30JgI5EVMyYJO5obHMUCxeKMrjllkx9B7ylSRM5wNGjSjbt6N1bWjE3amS3JAqRluYKEPAq5tgZ7NoFbNgg3p2ePf04UFSUyz00d64lsgWTunWlCOOZM1mU3lYcvxUBM6cBeBzyAN8JYC4zbyeiF4nIvHSeJKLtRLQFwJMAhhrfPQXgJYgy2QDgRWObo/Apd8ATRDIqBLR/JVxYsULSUqtVk4ZFirFnjwzk+/aV+V6/MF2j8+Yp5x4CQrvkBLGC/5C4uDhOSEgIyrlOnJDmM8wykPd7emLLFhlalCghB4yKskTOYJGSIvfx1q3Am2/aLY0C3H+/hE2OHQu88ILd0vhEaipw7py0VvaL9HSZJ/n7b8mnadDAEvmCxZEjkkwXGQkcOyaV5lWDiDYyc1zm7TqzOAfmzRPrvmNHC5QAIIX+a9YUDaNg14v0dODhhyXT+NAhu6VxOCkpriQqBaOFTKKjLVACgDxBFXYPlS0LTJwofQqKOTbbyTe0IsgBs0aYGTXgN4q7hwoUALp1k/X58+2VxfH88IMMpRs1EuWvGL//Lj5xSzHdQ3PnKukeevJJySfwKYTcwWhFkA0ZGTJBXL26xTXCTEWwYIGSIQhmkvS8efbK4XgULinBLPMCpUpJUrRltGoFlC4N7N2rZLmVUEUrgmyIiADeeAP44w+La4TVqgXUry/DrR9/tPDAwaFrV0myWbdOu4ey5Nw54LvvZOjoUxaWvWzaJKkPsbFyuVpGZKRoGEBJ9xAgUUPt24dWToFWBLkgIGagdg+FNt98I3MErVpJlULFMP+vvXsHIPVBcfdQUpI0HFSwbFiWaEWQBUlJwCefSHRAQDAVQXy8kk1RtXsoB0wFr6hbyPy/moN3S2nZUkLx9u8HNm4MwAkCyx13iLfgxx+Bs2ftlsYatCLIgnnzgEcekcmhgFClCtC0qVS0+v77AJ0kcHTtKiV6+/dXclAXWM6eBZYtk6eF2bdXIbZtc+UP+FRkLicUdw+VLi2VQlJTpSprKKAVQRaYUX9mtFtAUNw99NNPwNNPh14Ehd8sWiRPiVat/CjOYx+mW+jOOwOY5qK4e8h8LoSKa1QrAg8cPSpVBvPmlZFvwDBvhkWLgPPnA3giTVAJyigicJj1tALiFjK55RYJzD94UGpYKIZp6C1eHBq3rlYEHliwQAYpnToBhQoF8ETly0vz15QUZW3MrVuBMWOAw4dz3jcs+OcfyR8AxJmsIDNmyBxZmzYBPElEhGuiSUH3UNmyMtVx+bKSnt3r0IrAA0Ed0JnDrgULgnAy63nxReDVV0PHRPabJUukr2PTplKPQFHKlZOM4oCiuHto1Cjg00+Bdu3slsR/tCLIxIkT0ncgKgro0SMIJzRHjT/8IA8QxXC/lzVQ3i20fXsQn8nNm4tVfPiwks2a7rgDGD5cyoapjlYEmTh5EmjbVtxCQakncuONUpXy4kWJNFGMbt2kKuW6ddo9hCtXXC6+O++0VxYf2LVLyi03aRIkZaC4eyiU0IogEzVqSHxwfHzO+1qG+dD4+usgntQaChRwTaiHvXvop58ko/jmm6XstGKYxkydOkGMBDMVwfz5SrqHDh2SyLmRI+2WxD+0IsiCiGD+MmYIQny8lDpVDO0eMlDcLWQq8oBGC2WmWTOZeT18WKrcKUZaGvDuu8Bnn0nMh6pY8rgjos5EtIuI9hDRaA+fjySiHUbz+uVEdKPbZ+lEtNl4BXMcfh0JCcDq1TZ0kaxVS0yRU6ekxq1iuLuH/vrLbmlsIj1dykoASiaRmTXgChUCOnQI4okjIlzzZAoGTFSpIsVlL1xQsmzYVfxWBEQUCeBDAF0A1AZwNxHVzrTbJgBxRvP6+QDecPvsEjM3MF7+NMPzm1dflYzBSZNsOLnpHlLwZihQQLq33XefuMnDktWrJdKgalVxtCuGacz06AHExAT55AorAsBlQansGrXCImgKYA8z72PmKwBmA7imaDMzr2Bms6DOOkiTekdx8aIkhwBBihbKjDmKXLBA6l8rxuTJwNSpfvZ0Vhlzfqd3byVTrW1xC5m0aQMUKQLs2CHN7RXD9ATGx6s7ELJCEZQD4B4vkmRsy4phAH5wex9DRAlEtI6IsszAIaLhxn4JycnJ/knsATN6s1kzm4pFxsXJif/6S3xUGnXIyHApAgXnB86ckdpCBQoAnTvbIEB0NNC9u6yb7jWFqF5dGg+ePStVSVXECkXgafjjcfqfiAYBiAPg3u22otFD8x4A7xDRTZ6+y8yTmDmOmeNKWtIz8lpsv4+JlDeRz54FvvwSWLPGbkmCzIYNosDLlxeFrhhFiwLHj8scj98N6n3FdI0qqAgA9d1DViiCJADuKZTlARzJvBMRtQcwBkBPZr7alouZjxjLfQBWAmhogUxecfmy9BABbB7Qme6hr79WMpRuxgyZK3jvPbslCTLmKOLOO4McbmYd0dE2T2106iTFvdaulWJfitG3L/DUU8CwYXZL4htWXLUbAFQjospElAfAAADXRP8QUUMAn0KUwN9u24sRUV5jvQSAlgB2WCCTVyxdKoWjGjSQKADbaNVKWkL9+Sewc6eNgviG2c7zhx/UDqXzCmYHmJO+c+mSRLzYTsGCQMeOsr5wob2y+ECtWsA770gtPRXxWxEwcxqAxwEsAbATwFxm3k5ELxKRGQX0JoCCAOZlChOtBSCBiLYAWAFgAjMHXRGcPSuhzLZH/UVFAT2Nn0xB99CNNwING8qDRVVfqde4F++/9Va7pfGaefOkRMLYsXZLAuXdQypjiR3LzN8zc3VmvomZXzG2jWXmeGO9PTOXzhwmysy/MvPNzFzfWE6xQh5vGThQ8llGjbLj7JlQOIwUCMN72bQGevUKQE/HwLNwobhGS5e2WxLIhHFEhGRoK9j66/JlCT0fNkw9z66aDs0AEBFh40SZOx06SPjGxo2uwvAKYc53x8fbkJhnB4q7hcyQ6Z62ZvAYmC3RUlOVrO0cFSUl2adOlUhYlQh7RbBhg+QBOYaYGFfxHgWH1XXryjzL339LFEpIs2+fuIYKF5a+nYqxbJm0T4iLc1DFbIUj5yIjXTlIqt26Ya0ImIEBA8Qs3rrVbmncULgIHZHMtTRrJqZySGNOanbpIhEvimE+rBzVP8e9LLuCEQem+FoRKERiogzqYmOl4qJj6NYNyJNHAvIDkDwXaF5/XayBtm3tliTAmHd7r17Z7+dA0tNdFXYdJX6lShK+p2jEQYcOQP78khOalGS3NLknrBWBOaDr0cNh83yFC0vbo4wMJUPpFA2l944TJ0RRR0WJRaAYmzbJn3DTTQ4bBAFKB0zky+eKgg1qKXs/CYdbNkvMZ6yjTGMT82ZQUBEA4nbbulXJYqq5Y9EiUdS33y6puYoRFyexCNOnO7A0knntKxpxoKJ7KGwVQVKSmG/58wPt29stjQd69JA7dNkyqYinGEuXAvXrS9OOkMRU0I7yq3hHxYoOTX0wIw6Sk4Fff7VbGq/p3l2eKSoFkoWtIjDNto4dHRI2mpkbbpAZ15QUJQudt24tUbCbNikZBZs9ly5Jk3rAIXGX3pGa6vA4dyKlE1JiY2Ug9NBDdkuSe8JWEezff21PDEdijjYVdA/FxLhc5wreywL/lr8AACAASURBVNljxl02auSguMvc8/rrQM2aDi+Q5h5G6mitFRqErSJ4802puOho881UBN99p2QLS4UHddnj6MmlnPnmGyln5eiI1xYtgFKlZMS2bZvd0vjEr78Czz+vRhh12CoCQGqsFCxotxTZULOmNEE/eVJJX2nXrhJU8/PPDkva84f0dODbb2VdwfmBw4clad2xc2Mm7tlZClrEAPDoo8CECVIxw+mEpSLYt0+RJmBESruHihaVoJqMDAmyCQnWr5e06UqVgJtvtlsarzHnxjp3dujcmDsKX/uAy2BUQfywUwRXrkiFzAoVgNOn7ZYmF7jfDAr6Snv1ki6EZ87YLYlFuCeROS7uMmccmU2cFe3bi+mycaNa2VkG7reu0weeYacIVq4Ezp0DihcHihWzW5pc0KKFFOPauxfYvt1uabzm/vslCvCpp+yWxCIUnh84fVqu/8hISV53PKpmZxk0aCAhuseOAb/9Zrc02RN2ikC5+zgy0tXPVQUbMxP58kn3q5Dgjz9klrV4cYcG4GfP999LzEHr1vInKIHC7iH37rNOFz+sFAGzonlACt8MJhcuSE6B0pi/f7duMguuGH37Si23//zHbkm8wOxRsGKFkj0KzFvX6ZFzligCIupMRLuIaA8RjfbweV4immN8vp6IKrl99ryxfRcRdbJCnqzYuFF6jJcrBzRuHMgzWUyHDjK03rABOHJdO2jHc+CARGh17ep8X2m2KDmKcJE3r0wSK1Uxu0QJoGVLyYIzmycoRKtWkijdpo2zw0j9VgREFAngQwBdANQGcDcR1c602zAAp5m5KoCJAF43vlsb0uO4DoDOAD4yjhcQ3O9jpeb58ucXZQAo6Su98UZJlFbBV5olx45JSdW8eaXRuiZ4KGwRR0dLGsTHHzs7b8MKi6ApgD3MvI+ZrwCYDSDzkKkXgBnG+nwA7YiIjO2zmfkyM+8HsMc4XkBYs8YQRsUBncI3g+JRsMK334pvsX17hyefeGbUKOkToaR7zizj8f33YhloLMcKRVAOwGG390nGNo/7GM3uzwKIzeV3AQBENJyIEogoIdnHGv3LlokyaNPGp6/bS/fu8kT96Sfg/Hm7pfEa5RWBwm6hjAxg1iyFqzVUqwbUqiVzBIqWsz1xQiq9OrW9iBWKwJOTJfPlltU+ufmubGSexMxxzBxXsmRJL0UUIiPF3Zgnj09ft5dSpYBbbpFECEV9pUWLAjt3Art32y2Nl1y4IKMIIle2q0IkJABHj0ruTMOGdkvjI4qPJIYMAe67z7meXSsUQRIA98pb5QFkntG8ug8RRQEoAuBULr+rMVH4ZoiOdsWuKyf+kiUy09esmUx2KIb5e/fsqdjcmDuKJ1aa3i2nXvtWKIINAKoRUWUiygOZ/M2s9+IBDDHW+wL4iZnZ2D7AiCqqDKAaAFWnEwOPeTMsWqSkr9QUf8cOe+XwGvPuNavoKYbCXi0XTZuKEj50CNiyxW5pvMY0JJcudWZ7Eb8VgeHzfxzAEgA7Acxl5u1E9CIRmcXapwCIJaI9AEYCGG18dzuAuQB2AFgM4DFmVq8lUbCoXl0K0Z05A6xebbc0XtOtmxSTnDrVbkm8IDVVqr8CSj5JzYT0IkWA226zWxo/iIhQughd2bKu9iJLl9otzfVYkkfAzN8zc3VmvomZXzG2jWXmeGM9hZn7MXNVZm7KzPvcvvuK8b0azPyDFfKENAq7h/Lnl1ptSrFmjdRmqFkTqFHDbmm8xrxMunZVdG7MHYWvfcDZ4odVZnFI4J6zrqCv1OToUbslyCXuReYUpHdv4K23gAcesFsSC2jXztX27tAhu6XxGvMS+vZb57UX0YpANUxf6cGDSvpK//lHBtc33STrjsa9JokyxamupVIl4JlngLZt7ZbEAmJiXMl8Tg2/yYZatcSorF1bKpk7Ca0IVCMiQp0CJh7Inx8oVEja/i5bZrc0ObBliyjcG24QBayxHyf7V3KASC6pn3+WOQMnoRWBipijUwUVAaDQvWz+vj17igJWjGeflQJzx47ZLYmFdOsmCUErVyrZ5MKpZSbUu7o1UjWsUCEZXuzfb7c0XuPuK013coyYwnGXly4BH30EvPyykpHGWRMbKyXA09Kk5ISCMEv9yL/+slsSF1oRqEjevBIGAigwrL6eunWBypUl3X7dOrulyYIDB4DNm6WukIIO9mXLZA6mcWPJKA4pFLeIn35aPI3Tp9stiQutCFRF4ZvBvWGHY8U3JyO7dJFJSsVQ2JjJGfPi+eEHCcxXDLMMuJPGcFoRqEqXLlK3YfVqqWilGGaSrmMnjBUOG01PF7cboKT4OVOpkhRNunABWL7cbmm8pmNH57UX0YpAVYoUEZdFRoYr81UhbrlFXLyOdA2dOiWhHVFRLhecQqxfL+GJlSoBN99stzQBwrQKFiywVw4fcGJ7Ea0IVMbx/pWsiYwUo8aRURSLFsmw+rbbgGLF7JbGa5RtwOQNpkkZH+/wiAPPOC1yTisClTFLGv74owLZWVnjuBZ+pmJVNImsc2dg6FDgrrvsliSA1K0rWYnJycCvv9otjdf06CERyT/9BJw7Z7c0WhGojVnJ6tIlUQYKct99EhHomCjYS5ek7DTgUrSKcfvtwLRp4n4LWYhcVoGC7qGSJaU3SpEiwB9/2C2NVgTqo7B7CJDn7sWLDhJ/+XIRqFEjoGJFu6XRZIf7PIGCdbfmzJGaW05IWteKQHXMm8GJlaxygePm/BSvLfTss8Ds2Q50twWCFi2A0qUl50PBultlyshcmRPQikB1zPLIp04p2aPALI+8Zg1w/LjNwqSnu8I4FIy73LdPKo0OH263JEFC8bpbJmfOAElJ9sqgFUEoYPpKFbwZCheW6sLMDgilM+MuK1dWMu7StKq6dXNoNFYgcJxJ6R2zZsl8wb//ba8cfikCIipOREuJaLexvC7WjogaENFaItpORFuJqL/bZ9OJaD8RbTZeDfyRJ2xxnydQ0FfqmDm/r76S5R13KBl3+fXXsuzd2145gkrbtlJ3a+tWMYkUo1Ej8ejGx9tbE8pfi2A0gOXMXA3AcuN9Zv4BcC8z1wHQGcA7RFTU7fNnmbmB8drspzzhSZMm4nA8dEjq4yiG2VR9+XJJFrUFZpci6NvXJiF85+hRiaLMm1fyM8KGvHnFBAKUtIhr1pQ+BadPA6tW2SeHv4qgF4AZxvoMANfNsDHzn8y821g/AuBvACX9PK/GHcV9paVLAzNnAomJUuPNFjZulN4DZcsCzZvbJITvmHPcnTrZ+BvaheLuIdOCMy06O/BXEZRm5qMAYCxLZbczETUFkAfAXrfNrxguo4lElKVnk4iGE1ECESUkJyf7KXYIovjNMGgQUK2ajQKY1sCddyrZeyAs3UImXbpIxMEvvzgg4sB7zP/ZN99IxRg7yPGKJ6JlRJTo4eVVWAURlQHwOYD7mNn8c58HUBNAEwDFATyX1feZeRIzxzFzXMmS2qC4jttvl+yUbduA3bvtlsYvgj7NwQzMny/rCrqFAClk1ry5ZKyGHYULA+3by//RrLanEA0bAjfeKO699evtkSFHRcDM7Zm5rofXQgDHjQe8+aD32ImTiAoDWATg38y8zu3YR1m4DGAaAAekVihKnjyuTFjzoaYYn30G1KtnQ7+RbduAPXskfKNVqyCf3BpGjQLWrgWKF7dbEptQ2CJ2T5LesMEeGfy1geMBDDHWhwC4roQSEeUBsADATGael+kzU4kQZH4h0U95whtzNDtvXvb7OZSjR+WZHPR72T1ayCkZPhrvMCMOli1zRvEeLxk1SjqWPfmkPef3VxFMANCBiHYD6GC8BxHFEdFkY5+7ALQGMNRDmOgXRLQNwDYAJQC87Kc84U3HjhJKt2kTsHdvzvs7DNsKSiocLXThAvDSSzLRHtaULi3Fe65ckYY1ilGunL0N7f1SBMx8kpnbMXM1Y3nK2J7AzA8Y6/9j5mi3ENGrYaLM3JaZbzZcTYOY2a7gwdAgJkZp95B7QclffgnSSf/4A9i+XcpNm62jFGLxYmDs2DDKJs4OcyRhKnYFYZbrP9ioFx6hyR5zVKugInD3lQYtlM58aPTsKR3fFMN0o5m/W1hjXvvffWdjQorv/PknUKWKPS2ytSIINcxA8oQEB9V2zj1mKN38+UEKpVPYLXT5sqs5nVYEkGqxLVpISdtFi+yWxmsqVZLEssREUQrBRCuCUCNfPqB7d1lX0Cpo3lzu57/+kiiYgLJvn8ynFCrk6h2oEGZTk3r1gKpV7ZbGIZjdeObOtVcOH8iTxxX+G+yACa0IQpF+/WSpoCIgAiZMkOSaxo0DfDLTGujeXckqbWGdRJYVpmX3/ffA+fP2yuIDdmUZa0UQinTpAhQoAPz2m5RNUIy775aKGTExAT6Rwm6h1FRXNRHtFnKjfHng1luBlBSX30whOnUSo/6334DDh4N3Xq0IQpF8+VyFuBS0CoLC4cOSxpk/vzT5VYxz50TfN2umZMXswKKweyh/funRAQRXfK0IQhWF3UOARHTefbck2gQE0/bu0kXuPsWIjZVCfWvXKlkxO7D06SM/yg8/KJlcdvfdsgxmG3KtCEKVrl3lAbduXXBtTItIS5OWizNnBqgDp+kW6tMnAAcPHloJeKBsWSkVcvmyA7odeU/XrsCSJcENfNKKIFRxtzEVTLCpV086cCYnAytWWHzwY8ekN6Z7LXuFWLdODL1Ll+yWxMEo7B7Kl0+KBERFBe+cWhGEMqZ7SMHaQ0Sue3nOHIsPvmCBpHB27CiVKxVj4kT51374od2SOJg+faSc+JIl0hRYUc6eDU41Xq0IQpmuXSX05tdf7e+O7QP9jaamX39tcRu/WbNkaSpKhbhwwVVp2VSUGg/ccANw221Se0hB9xAADBsGlColXTgDjVYEoUzBgi73kJ3tj3ykTh15nT4tRSUt4eBBcQvly+cqXawQ8fHiEmrZUhLvNNmgsHsIkASzK1dkrizQaEUQ6ijsHgJcVoFl7iHTGrjjDskoVowvv5TlgAH2yqEEvXuLe+jHH2U0oRjm/3j27MC7h7QiCHW6dZNJ0V9+kboNinHPPVJmecwYCw7GDPzvf7I+cKAFBwwup06JyzsiQkmvVvApVUoqyqamupo6K0SrVlKe+sABCRAIJFoRhDqFCkkJBWbXaFghbroJ+Pe/LepnvGULsGMHUKKETBQrxoIF8kxr21bK72tyQcAiDgJPRITLIg60e8gvRUBExYloKRHtNpbFstgv3a0pTbzb9spEtN74/hyjm5nGau69V5YzZtjQENhBmNZA//5KlpwuVAho0MCVcKTJBb17S9e5ZcuAkyftlsZrTPfQ3LmBbdbkr0UwGsByZq4GYLnx3hOX3JrS9HTb/jqAicb3TwMY5qc8Gk907iyj4O3bgc2b7ZbGazIygNdeA265xY/Y+fR0l4NdQbcQIIPbTZuAoUPtlkQhSpQA2rWTrESzOJNCxMWJVXzsGPD774E7j7+KoBeAGcb6DEjf4Vxh9CluC8CsgeDV9zVekCePaxg5c6a9svhARIQEPa1d60cXwpUrgSNHpPNH8+ZWihd0IrRD1ztM95CCrlEiMeQPHQKaNAncefy9pEoz81EAMJalstgvhogSiGgdEZkP+1gAZ5jZLCCQBKCcn/JossJ0D82aFaCaDYHF7+ihL76Q5cCBStZl+Oyz4DcrCRn69JGAiRUrlKzG27IlUKFCYM+RoyIgomVElOjh1cuL81Rk5jgA9wB4h4huAuDpbszSgU1Eww1lkpBsR1NP1WncGKhVC/j77+BWs7KIu+6S53d8vA+JopcuuYrvKegWOnBAehI3bAj884/d0ihI0aJSq5tZSYvYhDlwHThzVATM3N5oLp/5tRDAcSIqAwDG8u8sjnHEWO4DsBJAQwAnABQlIrOiRnkAR7KRYxIzxzFzXMmSJb34EzUA5ClqWgUK3gwVK4qrNyXF5erPNd99J01K4uKkgJFimPlQPXooWSjVGdx3nyynTw9SD1Rr+flnoHp14KGHAnN8f11D8QCGGOtDAFwXrEtExYgor7FeAkBLADuYmQGsANA3u+9rLMR0i3zzjZL1V+6/X5ZTp3r5RTNaaNAgS+UJFqbi09FCftCunTSt2bdPMssVo3x5YM8eSYcIhFXoryKYAKADEe0G0MF4DyKKI6LJxj61ACQQ0RbIg38CM+8wPnsOwEgi2gOZM5jipzya7KhQQRJsLl9Wsk/BHXeIlZ+Q4EX9lZMnZYbZPShbIbZulUCvIkWU7J/jHCIjXRbxtGn2yuIDVapIE6IbbwzMNIdfioCZTzJzO2auZixPGdsTmPkBY/1XZr6Zmesbyylu39/HzE2ZuSoz92Pmy/79OZocUdg9lC8f8PrrklhVq1YuvzRvnmRhtW8vhcgUY7IxnBo4UMm2ys7CjLudNy9wzvYAsngxkJjoxbXvBToQLdzo3VsczatXi5msGMOHi2WQ63wwM1pIQbfQpUvA55/L+oMP2itLSFCtmvQzvnhRydpbRYsGLuBNK4Jwo1AhUQaAy3euKDkmSR84oHSl0XPnZIK4VSvJKNZYgPukseYqWhGEI+7uIQVLThw8KK6SHAuvKV5ptHRp+RetXGm3JCFEv35iEf/8M7B3r93SOAatCMKRtm2lr+vevZKuqxgFCohlv2BBNgVVMzJck4IK5g64ozOJLaRQIaCvEaiorYKr6EssHImMdPnMTSe0QpQoAfTqJc/6LOe8ly2TeLuKFZUMt5k2TVpNW9qZTSOY7qEZMwJbyU0htCIIVwYPluXs2RJOqhjuOQUevVtmQ9+HHhLFpxBXrgDPPScD140b7ZYmBGndGqhcGTh8WMpOaLQiCFvq1gUaNZLEMgWrMnbsKE079uzxkB908KBkE0dHS+NXxYiPB5KT5V/UrJnd0oQgERHAECMPVsGcgkCgFUE488ADsnz/fXvl8IHISNe9fF2m8aRJ4jfq10/JDi6ffSbLBx9Usj6eGpgXz9dfK5llbzVaEYQzgwdLyuovvyjpgzBdvfPmufUpuHzZlYX16KO2yOUPBw4AS5dK8piCqQ/qUKmSBE2kpCjZvcxqtCIIZwoWdLlO3nvPXll8oGpV4NNPpQNlvnzGxq++kgqr9epJJxvFmDJF5jz69AGKF7dbmhDHHEl4Xbwq9NCKINx5/HHxmc6eDRw/brc0XjN8uHRwuspHH8ny0UeV86ukpbmeSTqTOAj07i3pur/9Fvju8A5HK4Jwp3JloGdPCVX55BO7pfGZjAzgwi9bxM1VuLCSuQOpqcCIEUDXrsBtt9ktTRiQPz/w8MOy/vbb9spiM1oRaIAnn5Tlxx+LQlCM334TT9C6oR/LhiFDxO2lGPnyAaNGAYsWKWfMqMsTT0h02ddfK1l7yyq0ItAAbdrIk/T4cVcXFIW44Qbg6B9n0XyPUTvpkUfsFUijDmXLAvfcIyblO+/YLY1taEWgkeGnaRW8+65y9YcqVgTeaTQTBXERf5a/PTB1egPMSy8B//mPtE/QBJlnnpHllCnAqVP2ymITWhFohHvuAWJjpeuLahNnzOh3QiaJx/39GE6csFkeLzl5UvosvPyyhI9qgszNN0uG4j//KD1P5g9ROe+SNURUHMAcAJUAHABwFzOfzrTP7QAmum2qCWAAM39DRNMB3AbgrPHZUGbe7IssqampSEpKQkpKii9fD3liYmJQvnx5RGdVyD9fPgnBee01sQpatAiugP6wciVi9v+BE3nLYv7lnqj5ITBunN1C5Z5335US+V26AI0b2y1NmDJqFPDjj5Jc+cwz4dcFiJl9fgF4A8BoY300gNdz2L84gFMA8hvvpwPo6+15GzduzJnZt28fJycnc0ZGxnWfhTsZGRmcnJzM+/bty37Hw4eZIyPldfhwcISzgj59mAHeN3Q8A8yxscwXL9otVO44c4a5SBFmgHnNGrulCWMyMpjr1ZN/xNSpdksTMAAksIdnqr+uoV4AZhjrMwDk1P2jL4AfmNny9sspKSmIjY0F6XCL6yAixMbG5mwtlS8vmUzp6a54fKezc6fUo46KQqWXH0STJkBUFPDHH3YLljs++gg4e1bCRVu2tFuaMIbINVfw9tvKzZP5i7+KoDQzHwUAY1kqh/0HAPgy07ZXiGgrEU0koiztMSIaTkQJRJSQnJyc1T5eiB5e5Pq3eeopWU6a5Fa3wcGMHSsRHw88ACpXFrNni5+9USO7BcuZixeB//5X1seMsVcWDYABAySKaPt2YMkSu6UJKjkqAiJaRkSJHl69vDkREZUBcDMA91/4ecicQROI2+i5rL7PzJOYOY6Z40qWLOnNqTXe0KKFOKpPnnR+K8tNm4D584GYGODf/wYAVKkib1VgwQLgxAmgSROgfXu7pdEgTx7XQOitt+yVJcjkqAiYuT0z1/XwWgjguPGANx/0f2dzqLsALGDmq602mPmo4bq6DGAagKb+/TnO4oEHHsCOHTvsFsM7iICRI2X9pZecbRUYD388+qjUpHbjzBmpPedkC3/gQOmf89//6gQyxzB8uCQjLl8ObPYpbkVJ/HUNxQMw6rliCICF2ex7NzK5hdyUCEHmFxL9lMdRTJ48GbVr17ZbDO/p3x+oX18ad7z7rt3SeOaXX4Dvv5ebdvToaz7KyJBR9oMPAj/9ZJN8uYAIaNcOuPVWuyXRXKVoUVd59jAqO+GvIpgAoAMR7QbQwXgPIoojosnmTkRUCUAFAKsyff8LItoGYBuAEgBe9lOeqxBl/Zo0ybXfpEnZ75tbLl68iG7duqF+/fqoW7cu5syZgzZt2iAhIQEAULBgQYwZMwb169dH8+bNcdwo8DZ06FDMnz//6nEKGqURjh49itatW6NBgwaoW7cuVq9e7f+PklsiI12m8auvSpcUJ8HscqqPGAF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</g>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " <defs>\r\n", " <clipPath id=\"p710867172d\">\r\n", " <rect height=\"217.44\" width=\"334.8\" x=\"44.845313\" y=\"7.2\"/>\r\n", " </clipPath>\r\n", " </defs>\r\n", "</svg>\r\n" ], "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Step by step\n", "plt.plot(x, sines, label='sinus', color='blue', linestyle='--', linewidth=2)\n", "\n", "plt.plot(x, cosines, label='cosinus', color='red', linestyle='-', linewidth=2)\n", "plt.legend()\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Scatter (2D) plots" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "try:\n", " salary = pd.reat(\"../datasets/salary_table.csv\")\n", "except:\n", " url = 'https://raw.githubusercontent.com/neurospin/pystatsml/master/datasets/salary_table.csv'\n", "\n", "salary = pd.read_csv(url)\n", "df = salary" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simple scatter with colors" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "colors = colors_edu = {\"Bachelor\": \"r\",'Master':'g', 'Ph.D':'blue'}\n", "plt.scatter(df['experience'], df['salary'], c=df['education'].apply(lambda x: colors[x]), s=100)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Scatter plot with colors and symbols" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# list(salary.groupby(['education', 'management']))" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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management => 6 groups\n", "for values, d in salary.groupby(['education', 'management']):\n", " edu, manager = values\n", " # print(values, d)\n", " plt.scatter(d['experience'], d['salary'], marker=symbols_manag[manager], color=colors_edu[edu], s=150, label=manager+\"/\"+edu)\n", "\n", "\n", "## Set labels\n", "plt.xlabel('Experience')\n", "plt.ylabel('Salary')\n", "plt.legend(loc=4) # lower right\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Seaborn\n", "\n", "* [Plotting with categorical data](https://seaborn.pydata.org/tutorial/categorical.html#categorical-tutorial)\n", "* [Visualizing the distribution of a dataset](https://seaborn.pydata.org/tutorial/distributions.html#distribution-tutorial)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Boxplot\n", "\n", "Box plots are non-parametric: they display variation in samples of a statistical population without making any assumptions of the underlying statistical distribution\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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" </g>\r\n", " </g>\r\n", " <defs>\r\n", " <clipPath id=\"paa630636d5\">\r\n", " <rect height=\"217.44\" width=\"334.8\" x=\"59.690625\" y=\"7.2\"/>\r\n", " </clipPath>\r\n", " </defs>\r\n", "</svg>\r\n" ], "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.boxplot(x='education', y='salary', hue='management', data=salary)\n", "plt.show()\n", "\n", "# https://datascience.stackexchange.com/questions/46117/meaning-of-hue-in-seaborn-barplot" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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"outputs": [ { "data": { "image/png": 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MJgJXABPMbBAwERgMdAMeN7OB0TGVtTmdMNsV4HbgLOCfcZ2fiHzV2rXw+uuwYAEsXgylpdCkCYwYASecAIMGwcCBsPvusNtu0KoVbNwI69fDhx+G4159Fe67L7TVti0cfDAcfnh4LSLS2MX5t+xIoDBaPgQzmwGMA1KD2zjg0uj1TOBqM7OofIa7bwWWmllh1B6Vtenus8oaNbO5QI+4TkxEyq1dC3fcAbfeCi++GMp23x0OOwwGD4Y994Qf/aj6dvbfH447Lrzevh1++lN49ll45BGYMyfsO+wwyNENHCLSiMUZ3LoDy1PeryAs3pu2jruXmNnnQKeo/KUKx3aPXlfZppk1A04FfryL/ReRSuzYAU89BTfeCPfcEy6LDhkC3/42DBsW7lcz2/n2mzUL7Q0ZAh9/DDNnhu2FF+CUU6Bfv1o7FRGRRMn0IfM7I92vbc+wTk3LU10LPOPuz6btlNlkM5tvZvOLivTYVZGa2LYNnnkmjKQdfjg89BD84Acwf364RHrssdCt266Ftor22AOmTIFzzw0B8S9/gcceC5MdREQamzhH3FYAPVPe9wBWVlJnhZk1BdoDxdUcW2mbZvZbIA84u7JOufs0YBpAfn6+fvWLZGDdujDC9vTTsGEDHHAA3HILjB8PLVvG//lmMHQo7LUX/Oc/YfRt6VI47bQwiUFEpLGIM7jNAwaYWV/gI8Jkg5Mq1CkATgdeBMYDc9zdzawAuN3MriRMThhAmClqlbVpZmcBRwOHu/uOGM9LpNHYsAFmzw6hbft22G8/OOII+POfa3dULVMtW8I558Cjj4YJDJ99Bj/+sSYuiEjjEVtwi+5ZmwLMJizdcaO7LzSzy4D57l4A3ADcGk0+KCYEMaJ6dxEmMpQA57t7KUC6NqOPvA74AHgxzG/gXne/LK7zE2nI1m5qzpWPD+FPj4fLoyNGhMugXbuG/dkIbWXM4OijoXt3uO46+Otf4Sc/yV5/RETqUqwrJEUzPWdVKLsk5fUW4IRKjp0KTM2kzahcqz2J7KLSHca0Z/fm1/ePYM2mFgwfDmPHhvvW6pt994ULLoCrrw4jgBMmQO/e2e6ViEi84pycICIJ8sL7Xcj/w3c47/avM7Tnal77zT1Mnlw/Q1uZgQPhwgth0yY48kjQfCMRaegU3EQauVUbcjn9pm8y+k/jWLWhBXf+8HGeuPC/DO25Ottdy0jfvmHW6YoVcMwxYTFfEZGGSpcXRRqx+17rwznTD2bNplwuGvMaF3/rNdq0KMl2t2qsXz+48074znfge98Ly5Q0b57tXomI1D6NuIk0Qp9vbsYpNxzKd687iu4dNjH/4vv4w3fmJTK0lTnuOPj3v8Mab1OmaJ03EWmYNOIm0sjMW5bHxH8fzgfFbfjt2Ff49TGv0iynYaScM88MD7X/4x/Dum/nnZftHomI1C4FN5FGwh3+Pmdffn7PKLq228zTP3uQ0f0/zXa3at3vfw9vvhnWdxs0CL75zWz3SESk9ii4iTQCW0tzOPPmg7n5xb0Yt/8ybjz9aTq23prtbsWiSROYPh2+9rXwZIdXX4VevbLdKxGR2qF73EQauNWbW/KTx8dy84t7cenY+dx7zqMNNrSVadcOHnggLB48cWJ46oOISEOg4CbSgL1b3ImzH/kOS9Z0ZObZj/Hb416lSSP5v37AgDBZ4cUX4de/znZvRERqRyP5FS7S+Lz5Jkx5dBwGXH1UAd87YGm2u1TnJkyAc88NT1Z46KFs90ZEZNcpuIk0QC+9BNdeC33ar+FfY+5jQMdkLKYbhyuvhGHD4PTT4cMPs90bEZFdo+Am0sA8/jjcdFO4VPh/RzxEx5abs92lrGrRAu66K9znpvvdRCTpFNxEGgh3uPhiuPtuOOAA+NGPoFUzpRSA/v3hhht0v5uIJJ+Cm0gD4A4XXBAWnv3GN+CHP4RmzbLdq/rlhBPgnHPC/W6zZ2e7NyIiO0fruEnjMG1atnsQG3f4yV0HcvWcIfz0iDf49u4vYc9lu1ew9zO79j3f+5ld7MDkyV8puvJKeO45OO00eP116Nq1kmN39eclzWeLiNQGjbiJJJg7/PTuA/n7nCFcePgb/GX8S5hlu1f1V8uW4WH069fDqafCjh3Z7pGISM1oxE2kvtm2DdauDdvnn8PGjWHbsAE2bQqvt27Ft2/n46KmnLfB+W3uOtrP3YzNha9tD8nNAczYkdOMHTnN4fnm0Lw55OaGO/Zbt4Y2baBt2/C1TRvo0AE6dgz1GqhBg+Dvfw+Xk//0J/jVr7LdIxGRzMUa3MxsDHAVkANc7+6XV9ifC9wCDAdWAxPcfVm07yJgElAKXODus6tq08ymAD8B+gF57r4qznMT2Wk7dsDq1fDZZ+VbURGsWRO2jRvTH1cWtlq1wnNzeXddV97esDs9dt9G//7rsKY5AKxaCUb00Hh3mpRup0npNlq33gZbt4Yw+Omn5UEwnbZtYbfdOLLjw2zo1Ie1XQbyeZe9WNtlLzZ16AYke1hv0iR47DH4zW/gkEPgwAOz3SMRkczEFtzMLAe4BjgSWAHMM7MCd1+UUm0SsMbd+5vZROAKYIKZDQImAoOBbsDjZjYwOqayNp8HHgKeiuucRGrEPQSxjz6CFSvKv372GZSWltfLzYW8vDDS1a9fGPXabbewtWsXwlrr1tC06RfN/urekfzp0aGcd8hCrj7x+S9dHi2s5N6wvG+kKSwtLR/NW78+9Le4+Iuv7T97jx6LHqXZtvKAtz23NfxrIAwZAkOHhm3//UP/E8Is3MY2dy6ceCIsWBC+7SIi9V2cI24jgUJ3XwJgZjOAcUBqcBsHXBq9nglcbWYWlc9w963AUjMrjNqjsjbd/bWoLMZTEqnCunWwdGnYli2DDz748ohWp07Qowfstx/svnvYunQJ4SzDn1t3uPj+Efzp0aGcmya01VhOTvj8du3S7p7JZNixg9ZrP6LDp4tp/+m7tP90MUOavhOGrG65pbxyr14ctdtQVvcYyuqeQ8ndsJqtrTtmfG51rX17mDEDDj44XDa9665621URkS/EGdy6A8tT3q8ARlVWx91LzOxzoFNU/lKFY7tHr6trUyR+7vDJJ/Duu2FbsiSMVAE0aRICWn5++NqjB3TrFu6M38WP/M0DI7j8kWGc/Y1FXD1xF0Nbppo0YWPHnmzs2JOP9jkCgCFlkyY//TRMz1ywABYsoP1TC+j1xkM08XDX/7YW7VjXuS9s2hP69oXevcMl33pi1CiYOhV++cvwXFNNBhWR+i7O4JbunxTPsE5l5elmwVZss+pOmU0GJgP06tWrJodKY+YeLnG+/XZ5WFu/Puzr0CFc4jzssBBOevWq9Zv73eGSgnz+8PAwfnjw21x74nP142HxXbrAUUeFDbh7GuRs20THj95i3yeuot2qJbRdtRTuez3UNwshtm9f2HPP8H3r0iWrQ13/7//BE0/Aj38MBx0E++6bta6IiFQrzuC2AuiZ8r4HsLKSOivMrCnQHiiu5tjq2qySu08DpgHk5+fXKPRJI7NlCyxeDAsXhm1VNN9lt93C1MSBA2GvvaBz59iDx+8eGs7vZx3ApNHvcN3Jz9aP0FaJ0uatKOo7ko8HHsLHAw8B4BsHbAiXj5cuDaOTr74aFlSDcP9eWYjr1w/69KnTWa1NmoQrvvvvHx5KP28etKqzTxcRqZk4g9s8YICZ9QU+Ikw2OKlCnQLgdOBFYDwwx93dzAqA283sSsLkhAHAXMJIXHVtiuy84uJw6e/118OoWmlpCBF77QVHHAGDB4eJBHU4QvS7Bw/gdw8N58yDFjPtlGfqdWirVJs2YSirbDhrx45wmXXJEnj//bC9+WbY16QJ9OrFni36sa5zP9bl9WNbq3hnDnTpArfeGgYOf/xj+PeIWD9ORGSnxRbconvWpgCzCUt33OjuC83sMmC+uxcANwC3RpMPiglBjKjeXYSJDCXA+e5eCl8s+/GlNqPyC4BfAF2BN8xslrufFdf5SQPhDitXfnGPFh9+GMq7dg2XPgcPDg+6zNLzo/73v8O49KF8zjhwMdef+nQyQ1s6TZrAHnuEbfToULZhw5eC3B7vPUOPd54AYEvrTqzrvCef54Ugt7FDd2iSU6tdOvJIuOii8Niwr23di0kHL67V9kVEakOs67i5+yxgVoWyS1JebwFOqOTYqcDUTNqMyv8O/H0XuyyNxapVYS2IuXPh449DWd++8J3vhOUtKn0WUt1wh0sfHM5l/x3OaV97l+tPS+hIW020aRNm3O63HwAvPFlCmzXLabfqfdoVLaH9Z++x+wfzAChpmsv6zn2/GJFb13lPYNcmfwD87//C/Plw3h0HM6R7MSP7Fu1ymyIitUlPTpDGY8MGeOUVePnlMKoDYTTtpJNCWGvfPrv9i7jD/zyQz9SHD+DMgxbz71OfIadJ47sd03Oasr5zX9Z37stHewPu5G4sjoJc2HotnIW54xg8v0f477nnnuGre40vaefkwB13QP5eG/nudUfyyq/vo0u7zfGcoIjITlBwk4Zt0yZ48EG45hp4661wb1W3bnD88TByZFhbrR5xh4vuG8kVs4fyw4PfrvcTEeqUGVvbdKKoTSeK+oRlHXO2b6Ht6qW0K1pCn5LCMIL6TLQC8d//HqaJjh4dvg4fHhY7rkanTnDfuY9x0BXj+N51R/L4hf+lRbPSao8TEakLCm7S8JSWwpw5cNttcO+9YaStQwc4/PCwcFePHvVypVV3+H8zv8aVj+8XFted+LxCWzVKm7Vgbdd9WNt1H/p8gxDMP/44jKjm5MDzz8P994fKzZuHtfXKwtyBB4ZZCWkM7bmam898ku9PO5Izbz6E6T+Yo/8WIlIvKLhJw+Aelpi47bawHP4nn4SnAXz/+3DKKWFZj3r8L+/2UuOsWw7hlpcG8qND3+KqCS/Ux2xZ/zVpAt27h61sNd1PP4UXXwwh7oUXwkjcX/4S9vXrVz4iN3p0WOYl+jk5YfhSrvjuy/zy3lH07bSeP3xnXpZOSkSknIKbJNuSJTB9etgWLw6jKsccE8LasceWr9L/3nvZ7WcVNm5tygnTjuDht3rxu+Pm8z/HvqrQVpu6dAmXxo8/PrzfsiWE/BdeCGHukUfKH93Vvj187Wvhkuqee/Lzb2zh/aJ2/PGRYfTsuIFzD3k7e+chIoKCmyRRUVF4sOT06WEkBeCQQ+BnP4Px48MCuQmxakMuY68ew7xlefzr5GeY/I13st2lhq9FizDCdtBB4bEJ7uHS6gsvlIe5hQvBHTPjuh49OK7joUy/fQx529oy/oh19fJSu4g0DgpukgybNsEDD4SwNns2lJSExVwvvxxOPDE8ZiphCj9rx9irx/BBcRvuOecxjh/6Qba71DiZhVmo/fvDaaeFsv/7v/CUh/ffx95/n2M/vZOx3AIzYdOsTrTap0/57NWePcP9dCIidUDBTeqvkpLwEMnp08Mkg40bw8SCn/4UTj75i/W+kujRRd2Z8O8jaGLOoz+exdcHfJLtLkmqVq3C4suDBwNgpaVsXvoJ1/0nl65Fb/LtxU/S+pVXQt1mzcJjusoe2bXnntnrt4g0eApuUr+UlsKzz8Kdd8I994TLou3bh1G1k0+Gb3yjXk8yqI47XPn4EH5xzygG7bGWB86bzZ5567PdLalOTg4t+3fnrN80Y+zVZ3DSe924/rj7mbTHw+WP7Hr00TCrFeDf//7yUiR77aXLqyJSKxTcJPt27ICXXgph7e67w3IOrVrB2LHhqd/HHFM+ySDBVm3I5Qc3f5MH3+jNd4ct5eYznqRNi5Jsd0tqoG2L7cz+8cOcdP1hnPXg8RSO6c3U8fPC3xLbtsGyZSHElZSEZUhuvDEc2LFj+X11o0eHZUla6VH2IlJzCm6SHTt2wLx5IajddRcsXx5m8h1zTAhrY8dC69bZ7mWtmfNON0696VBWbWjB/33/BS447C0NwCRUi2al3H3245x3+8Fc/sgwFn28Gzef8RQdWgEDB4Zt8uTwM/7uu+UTHl54AR56KDTStCkMG1Y+InfggeE2ABGRaii4Sd3ZvDksjPvAA+FpBp98Eu4POvpo+MMf4NvfDmuvNSBrNjbnF/eO4vrn9mGvLmv575RHGNpzdba7Jbsop4lz3T/xd0cAACAASURBVMnPMrhbMT+7+0CGT/0u95zz2Jf/2zZpAnvvHbYf/CCUrV4dZkKXhbnrrgsTISA80WPkyLBI9KhRYVSubdu6PzkRqdcU3CRey5aFe38eeSTMBt20KfxjNGYMjBsXRtgStHxHpnbsgBnz+/HTuw9k1YYW/Pyo1/nt2FdonatLow2FGVxw2ELye6/ihGlHMOry47nk2Ff5xdELaFbZQZ06hdHksWPD+23bYMGC8Pzcsq3sSQ9mYXJEWZAbOTK8b6pf2yKNmX4DSO1atw6eeiqEtUcfLV/4tmdPOOOMMKr2zW9m9MzIpJrzTjd+cc8oXvkwj+G9inj4Rw8zrJdG2Rqqg/p9ymu/vocpM0bzmwdGcNcre/Lv4SFnVat581Bx5Ej40Y9C2erV4ZmrZUHuvvvghhvCvtatwyXWAw4I27BhsM8+YeRaRBoFBTfZNR9/DM89F2aCPvccvP56GG5q1QoOPRSmTIGjjmrws+rc4ZGFPfnzo/vx5OLu9NxtA7ec+SQnj3wvyZNgJUO7t9vCXZOf4IEFhZx3x8GMGhXWgr7sspCraqRTJ/jWt8IG4YersLA8yL36Klx/fRi9hvBH0H77lQe6YcPCo7vatKnVcxSR+kHBTTK3dm34R+OVV8I2b1545BSEoPa1r8H//E94isFBBzXoUbUyxRtzuWNuP657ZhBvrexI9w4b+Ov4Fznvm4to0aw0292TOjZu6AccutdKrlxzJn/9a1h+8PvfD3+/HHTQTv7tYgYDBoTtlFNCWWlpmPjw2mvh/8lXXw2TfKZNKz+uV6/ytegGDw5hToFOJPEU3OSrNm8Oz/18+21YtCh8fe218pAG0Ls3DB8O558PX/86DB3aaC7XFG/M5ZGFPbj3tb48+EZvtpXkMLTnKm4+40kmjnif5k13ZLuLkkXtWm7n0h+H/zX+9KewpNuMGbD//uFuge9+txYe9JGTE4by9tkHTjoplLmHe0pffz08smvRovB1zhzYurX82F69QggsWyy4bOHgfv0a3OQgkYYo1uBmZmOAq4Ac4Hp3v7zC/lzgFmA4sBqY4O7Lon0XAZOAUuACd59dVZtm1heYAXQEXgVOdfdtcZ5fYpWUhIVtP/gg/KJfujRsZWtQLV0a/hGAMDOuX79w+eWss0JYO+AA6Nw5m2dQp9ZsbM5LS7vwXGFXnn53D15csjs7vAld2m3ivEMWcfqB72qmqHxFXh78+c9w6aVw++3wz3/ChReGLT8fjjyyfHC6ViaPmkHfvmE7/vjy8pKS8EdXWZBbtCj8f37vvbBq1Zfb6NQp/P/eu3eY5dqtG3Tv/uWvGrETyarYgpuZ5QDXAEcCK4B5Zlbg7otSqk0C1rh7fzObCFwBTDCzQcBEYDDQDXjczAZGx1TW5hXA39x9hpldF7X9z7jOr97Yvh0+/zxs69aVv167Fj77LCy58emn5V8//TT8si4LZmXy8sIv/BEjwvMa99knXFYZMKDBX/LcXmqs2ZjLirWt+WB1Wz4sbsMHq9uw+NMOvPFRR1asCf9Q5TTZwbCeq7hozAKO2/8DRvQu0v1rUq3WreGHPwzbe++FvHT//WE07o9/LL8Sut9+4Ypmr15h69kzLO22y8sZNm1avr5caqCD8DtjyZLypz+UvX7jjTATfH2ap3q0awddu4aQ16lTWFy47HVqWdu2YWvTpvyrZsSK7LI4/y8aCRS6+xIAM5sBjANSg9s44NLo9UzgajOzqHyGu28FlppZYdQe6do0s7eBw4DomgE3R+1mN7gVFISbiktLy7eSkqrfl5Vt2wZbtoTLlum+btwYfulu3lx1H1q2DL9ku3QJD8QePTq87tIl/OvQt2/467oB/xV9001w81/Hsr20CSWlTdhe2oRtpU1Yu6k5azblsmnbVy/xtmxWwoAun3PIgI8Z0r2YEX2KGNX3My3nIbtkwAD45S/DtmFDeGDI88+HnLRgQXjKW8W/qZo3D1mpbGvZMpQ9+WQtzPdp1y7c5jB0aPr969fDypXw0Udf/vrJJ2H264oV4dJscXH4nVSdFi3KQ1zLluGPwnRb8+Zfft+sWRj9L9tycr78vrKygw8OVwlEGhDzir8laqths/HAGHc/K3p/KjDK3aek1HkrqrMiev8+MIoQul5y99ui8huAh6PDvtJmSv3+UXlP4GF33zdNvyYDk6O3ewGLa/G00+kMrKq2luwKfY/jpe9vvPT9jZ++x/HS97f29Xb3vHQ74hxxS/e3YMWUWFmdysrTXZiqqv5XC92nAdPS7YuDmc139/y6+rzGSN/jeOn7Gy99f+On73G89P2tW3HeobMC6JnyvgewsrI6ZtYUaA8UV3FsZeWrgA5RG5V9loiIiEiixRnc5gEDzKyvmTUnTDYoqFCnADg9ej0emOPh2m0BMNHMcqPZogOAuZW1GR3zZNQGUZsPxHhuIiIiInUutkul7l5iZlOA2YSlO25094Vmdhkw390LgBuAW6PJB8WEIEZU7y7CRIYS4Hx3LwVI12b0kb8EZpjZ74HXorbrgzq7LNuI6XscL31/46Xvb/z0PY6Xvr91KLbJCSIiDZmZ/Qd4yN1nZrsvItJ4aBUqEZE6kHIProjITtMvEhGRiJm1Bu4iTHDKAf6XsGzQcUBL4AXgbK9wqcLMLklXx8yeit6PBuaY2RnAQHffbmbtgDeAAe6+vQ5OT0QaAI24iYiUGwOsdPf9o3UgHwGudvcR0fuWwNg0x1VVp4O7H+LuvwOeAo6NyicC9yi0iUhNKLiJiJR7EzjCzK4ws6+7++fAoWb2spm9SXhCy+A0x1VV586U19cDZ0avzwRuqv1TEJGGTJdKRUQi7v6umQ0HjgH+aGaPAucD+e6+3MwuBVqkHmNmLYBrq6jzxbOg3P15M+tjZocAOe7+VrxnJCINjUbcREQiZtYN2BQ9bu8vwAHRrlVm1obytSJTtcigTqpbgDvQaJuI7ASNuImIlBsC/NnMdgDbgXOB4wmXUJcRFgH/Endfa2b/rqpOBdOB3xPCm4hIjWgdNxGROmRm44Fx7n5qtvsiIsmjETcRkTpiZv8AvkW4h05EpMY04iYiIiKSEJqcICIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiIiIpIQCm4iIiIiCaHgJiKNlpktM7NtZta5QvkCM3Mz67MLbT9lZmftah9FRFIpuIlIY7cUOLHsjZkNAVpmrztf9CMn230QkfpHwU1EGrtbgdNS3p8O3FL2xsyONbPXzGydmS03s0tT9rUws9vMbLWZrTWzeWbWxcymAl8HrjazDWZ2dVR/bzN7zMyKzWyxmX0/pa3/mNk/zWyWmW0EDo35vEUkgRTcRKSxewloZ2b7RKNcE4DbUvZvJAS7DsCxwLlmdny073SgPdAT6AScA2x2918DzwJT3L2Nu08xs9bAY8DtwO6EUb5rzWxwymedBEwF2gLPxXK2IpJoCm4iIuWjbkcC7wAfle1w96fc/U133+HubwB3AIdEu7cTAlt/dy9191fcfV0lnzEWWObuN7l7ibu/CtwDjE+p84C7Px991pbaPUURaQiaZrsDIiL1wK3AM0BfUi6TApjZKOByYF+gOZAL3J1yXE9ghpl1IIzU/drdt6f5jN7AKDNbm1LWNGqjzPJdPxURacg04iYijZ67f0CYpHAMcG+F3bcDBUBPd28PXAdYdNx2d/+duw8CDiKMqpXdL+cV2lkOPO3uHVK2Nu5+bmpXavXERKTBUXATEQkmAYe5+8YK5W2BYnffYmYjCfehAWBmh5rZkOjeuHWES6el0e5PgT1T2nkIGGhmp5pZs2gbYWb7xHZGItLgKLiJiADu/r67z0+z6zzgMjNbD1wC3JWyryswkxDa3gaepnxiw1XAeDNbY2Z/d/f1wFHARGAl8AlwBeHSq4hIRsxdI/MiIiIiSaARNxEREZGEUHATERERSQgFNxEREZGEUHATERERSYhGvQBv586dvU+fPtnuhoiIiMgXXnnllVXunpduX6MObn369GH+/HSz/0VERESyw8w+qGyfLpWKiIiIJISCm4iIiEhCKLiJiIiIJISCm4iIiEhCKLiJiIiIJISCm4iIiEhCxLociJmNAa4CcoDr3f3yCvtzgVuA4cBqYIK7L4v2XQRMAkqBC9x9doZt/gM4093bxHhqIiL1wrRpNas/eXI8/RCRuhHbiJuZ5QDXAN8CBgEnmtmgCtUmAWvcvT/wN+CK6NhBwERgMDAGuNbMcqpr08zygQ5xnZOIiIhINsV5qXQkUOjuS9x9GzADGFehzjjg5uj1TOBwM7OofIa7b3X3pUBh1F6lbUah7s/AL2I8JxEREZGsiTO4dQeWp7xfEZWlrePuJcDnQKcqjq2qzSlAgbt/XFWnzGyymc03s/lFRUU1OiERERGRbIozuFmaMs+wTo3KzawbcALwj+o65e7T3D3f3fPz8tI+BkxERESkXoozuK0Aeqa87wGsrKyOmTUF2gPFVRxbWfkwoD9QaGbLgFZmVlhbJyIiIiJSH8QZ3OYBA8ysr5k1J0w2KKhQpwA4PXo9Hpjj7h6VTzSzXDPrCwwA5lbWprv/1927unsfd+8DbIomPIiIiIg0GLEtB+LuJWY2BZhNWLrjRndfaGaXAfPdvQC4Abg1Gh0rJgQxonp3AYuAEuB8dy8FSNdmXOcgIiIiUp/Euo6bu88CZlUouyTl9RbCvWnpjp0KTM2kzTR1tIabiIiINDh6coKIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQii4iYiIiCSEgpuIiIhIQsQa3MxsjJktNrNCM/tVmv25ZnZntP9lM+uTsu+iqHyxmR1dXZtmdoOZvW5mb5jZTDNrE+e5iYiIiNS12IKbmeUA1wDfAgYBJ5rZoArVJgFr3L0/8DfgiujYQcBEYDAwBrjWzHKqafNCd9/f3fcDPgSmxHVuIiIiItkQ54jbSKDQ3Ze4+zZgBjCuQp1xwM3R65nA4WZmUfkMd9/q7kuBwqi9Stt093UA0fEtAY/x3ERERETqXJzBrTuwPOX9iqgsbR13LwE+BzpVcWyVbZrZTcAnwN7AP9J1yswmm9l8M5tfVFRU87MSERERyZI4g5ulKas4ClZZnZqWhxfuZwLdgLeBCek65e7T3D3f3fPz8vLSVRERERGpl+IMbiuAninvewArK6tjZk2B9kBxFcdW26a7lwJ3At/b5TMQERERqUfiDG7zgAFm1tfMmhMmGxRUqFMAnB69Hg/McXePyidGs077AgOAuZW1aUF/+OIet+OAd2I8NxEREZE61zSuht29xMymALOBHOBGd19oZpcB8929ALgBuNXMCgkjbROjYxea2V3AIqAEOD8aSaOSNpsAN5tZO8Ll1NeBc+M6NxEREZFssDDA1Tjl5+f7/Pnzs90NEZGdNm1azepPnhxPP0Sk9pjZK+6en26fnpwgIiIikhAKbiIiIiIJoeAmIiIikhAKbiIiIiIJoeAmIiIikhAKbiIiIiIJoeAmIiIikhAKbiIiIiIJkVFwM7N7zOzY6AkFIiIiIpIFmQaxfwInAe+Z2eVmtneMfRIRERGRNDIKbu7+uLufDBwALAMeM7MXzOxMM2sWZwdFREREJMj40qeZdQLOAM4CXgOuIgS5x2LpmYiIiIh8SdNMKpnZvcDewK3Ace7+cbTrTjPTU9pFRERE6kBGwQ243t1npRaYWa67b63s6fUiIiIiUrsyvVT6+zRlL9ZmR0RERESkalWOuJlZV6A70NLMhgEW7WoHtIq5byIiIiKSorpLpUcTJiT0AK5MKV8PXBxTn0REREQkjSqDm7vfDNxsZt9z93vqqE8iIiIikkZ1l0pPcffbgD5m9tOK+939yjSHiYiIiEgMqrtU2jr62ibujoiIiIhI1aq7VPqv6Ovv6qY7IiIiIlKZTB8y/ycza2dmzczsCTNbZWanxN05ERERESmX6TpuR7n7OmAssAIYCPw8tl6JiIiIyFdkGtzKHiR/DHCHuxfH1B8RERERqUSmj7x60MzeATYD55lZHrAlvm6JiIiISEUZjbi5+6+AA4F8d98ObATGxdkxEREREfmyTEfcAPYhrOeWeswtVR1gZmOAq4AcwoPqL6+wPzdqYziwGpjg7suifRcBk4BS4AJ3n11Vm2Y2HcgHtgNzgbOjkCmyc6ZN27njJk9OxudJevrvICL1WKazSm8F/gIcDIyItvxqjskBrgG+BQwCTjSzQRWqTQLWuHt/4G/AFdGxg4CJwGBgDHCtmeVU0+Z0YG9gCNASOCuTcxMRERFJikxH3PKBQe7uNWh7JFDo7ksAzGwG4fLqopQ644BLo9czgavNzKLyGe6+FVhqZoVRe1TWprvPKmvUzOYSnq8qIiK7YGcGIGs6+FjTz9iZwc2dHUjNVNznvDOfIQ1TprNK3wK61rDt7sDylPcrorK0ddy9BPgc6FTFsdW2aWbNgFOBR2rYXxEREZF6LdMRt87Aomgka2tZobt/u4pjLE1ZxRG7yupUVp4uaFZs81rgGXd/Nm2nzCYDkwF69eqVroqIiIhIvZRpcLt0J9peAfRMed8DWFlJnRXRpIf2QHE1x1bappn9FsgDzq6sU+4+DZgGkJ+fX5NLvyIiIiJZlelyIE8Dy4Bm0et5wKvVHDYPGGBmfc2sOWGyQUGFOgXA6dHr8cCc6D66AmCimeWaWV9gAGGmaKVtmtlZwNHAie6+I5PzEhEREUmSjEbczOyHhMuLHYF+hPvKrgMOr+wYdy8xsynAbMLSHTe6+0IzuwyY7+4FwA3ArdHkg2JCECOqdxdhIkMJcL67l0Z9+Uqb0UdeB3wAvBjmN3Cvu1+W8XdCREREpJ7L9FLp+YRZnS8DuPt7ZrZ7dQdFMz1nVSi7JOX1FuCESo6dCkzNpM2ovCZr0omIiIgkTqazSre6+7ayN9H9aLo/TERERKQOZRrcnjazi4GWZnYkcDfwYHzdEhEREZGKMg1uvwKKgDcJMzZnAb+Jq1MiIiIi8lUZ3Rfm7jvM7H7gfncvirlPIiIiIpJGlSNuFlxqZquAd4DFZlZkZpdUdZyIiIiI1L7qLpX+BBgNjHD3Tu7eERgFjDazC2PvnYiIiIh8obrgdhphQdulZQXRA95PifaJiIiISB2pLrg1c/dVFQuj+9yaxdMlEREREUmnuuC2bSf3iYiIiEgtq25W6f5mti5NuQEtYuiPiIiIiFSiyuDm7jl11RERERERqVqmC/CKiIiISJYpuImIiIgkhIKbiIiISEIouImIiIgkhIKbiIiISEIouImIiIgkhIKbiIiISEIouImIiIgkhIKbiIiISEIouImIiIgkhIKbiIiISEIouImIiIgkRJUPmRcREdkVpaWwdSuUlECTJpCTU741aQJm2e6hSLIouIlkU2kpfPABFBbC88/DmjWwcSNs3hy2HTvC1qQJtGgRttzc8LVVK+jYERYsgD59oEOHbJ+NNHClpfD557B6ddiKi2HtWti0KfzYlm0XXwxbtpQHtqqUhbdmzcp/vCtuLVpA69bQpk3YunaFTp2gc+fwtWPH0I5IY6DgJlJX3GHx4hDQXn4Z5s2Dd94J/8KlatkybC1ahGEJsxDetm4Ndbdsge3by+v/85/ha7t2IcANGgRDhpRvvXtrWENqxB2WLoU334T//hc++ihsn30WfhRTtW5dvrVtC126QH7+l//OyM0NwWzHjhDkSku/vL3ySviRLvsR37o1bOvWha+bN4dwWBYCb7nly31o2jSEue7dw9atW/nr7t2hb9/yv39Ekk7BTSROGzbAI4/Agw/C44/DypWhvEMHGDECDjsM9tkHBg6E556D9u3Dv3DVKS0NQxvFxXDAAWHUbtkyWLIEXnwRZswor9u2bagzciSMGhW+9uihMCdfKC2F11+HZ54J27PPwqpV5fs7dw4/MsOGlY9wlX1t3vyr7U2eXLPPnzat+jruIcRt2ABHHx36t3p1+PrppyFYrlwZ/hZ64okwMpgqJyf0effdw/nsvjvk5YWgmZenUCfJEWtwM7MxwFVADnC9u19eYX8ucAswHFgNTHD3ZdG+i4BJQClwgbvPrqpNM5sC/AToB+S5+ypEsmHLFnjoIbjtthDatm4N/8IdcQQcfjgcckgIahWD0zvvZP4ZOTlhhK1dOxg//qv7162Dt94K2xtvhNG9q66CbdvC/q5dy0PcqFFhiKR9+50/Z0mcVavCj+kDD4Sgs359KN9zTzj2WDjoINh//zA43KJFdvsK4X+XslG84cOrr79xYwhyK1aEv2dmzoSiojBqWFj45YHuZs1gjz3KR+h69AiD1y1bxnY6IjsttuBmZjnANcCRwApgnpkVuPuilGqTgDXu3t/MJgJXABPMbBAwERgMdAMeN7OB0TGVtfk88BDwVFznJFKloiKYMwd++ctw488ee8DZZ8N3vwujR4frOXWlXbvwL+9BB5WXbd0aQtzLL8PcuWF74IGwzyyM/I0aVb7tu2/d9llit3o1/PWv4T/788+Hy4c9esCJJ8I3vwlf/3p4n+r117PS1V3WujUMGBC2Qw8No4pl3MPI3WefwSeflI/WLVwYBqzLdO0aAlyfPiHQ9uypkTnJvjh/K48ECt19CYCZzQDGAanBbRxwafR6JnC1mVlUPsPdtwJLzawwao/K2nT316KyGE9JpIKy+9aeeCLcEGQWhgMOOgj23jv8ll+8OGxxyeQ6U6rmzeHgg8O2cWO4zLp0adjuvhtuuqm8Xu/e4Qahsm233Xa+nzW9flampucnX7J1K7z2GrzwQvmP4f77w29+A9/+driK3th+bZqFOwjatoV+/b68b/16WL483HmwbBksWgQvvRT2tWgRguBee4VBcwU5yYY4g1t3YHnK+xXAqMrq/P/27ju+yvL+//jrQwgECHsoSwMKIigCBhRXcTD0q6BWK05c1bb6s9rpqLPaamu1dbSKW7QCKioqKlpFq0WWIFOGDAkgW2RLkuv3x+cOOQknIQk5SU7yfj4e9+Pc57rHue6bm5zPuWYIIdvMNgHNo/TPCx3bNlrf2zmLZWZXAVcBHHDAAaU5VCRfTo6XWI0f7z/V09Ph1FO9GjSZenc2aOCdGbp29fcheB1aXiC3ZImXIua1Cm/SxIsfOnTwb622bb2KtaZ98yeBxYu92eTUqR68tWjhgdrf/+7/fBJfw4Z7/pfYuNGrVxcu9OB31izfVr8+dOvmhdNnn+33WCTREhm4xftLHkq4T1Hp8X7bFD5nsUIIw4HhAJmZmaU6VoTcXO8C9+ab3iK6bVu45BJvK1aSTgVVnZm31G7Z0q8JvLtfVlbBYG7GjPxjGjSI35WvKjSMqmFycuCLL7wAeMkS782ZmQl9+8LBB/s/r4K20jHzJqp9+uT/l9i0CRYs8NK42bO9Cemzz8LRR8MZZ3iz006dKjXbUo0lMnDLAtrHvG8HrCxinywzqw00Bjbs5di9nVOk/IXg7cPGjvUgpk0bb7/Ws2f1L21KTc2vKs2zZUv+GBF5y8SJXrSTp2HD/CCwZUsP5A46yJf99qv+960Cbd3qPUEnTPDSoVatYOhQD9gUP5e/xo29U3jv3v5b7ptvPEh++20fw+7mm/1Pw09+Aueeu2d1rMi+SGTgNgXoZGYdgBV4Z4MLCu0zFhgGTATOAT4MIQQzGwv828wewDsndAIm4yVxezunSPlasgRGjfLXVq3giiu8GKMmN25JT/eGPocckp+Wm+vDk+S19F671qtdFy70auW33srfNy2tYAld3nrea+vWvjRoUPHXlkTWrYPXX4ePPvJekl26wIUXevVdTX48K1KtWt564Kqr4PbbvX3cK6/A6NFw002+ZGbCpZd6J5BmzSo7x5LsEha4RW3WrgXew4fueDqEMMfM7gKmhhDGAk8BI6LOBxvwQIxov9F4R4Zs4JoQQg7sHvajwDmj9OuA3wH7AzPNbFwI4cpEXZ/UAN99B6+95i2TGzeGiy/2IoyUlMrOWdVUq5Y38mnRwlu/x9q1C/r3h6+/9mXpUg/uVq70RlgrVvgoq4Wlp3tDokaN/N8gb8l7n/eanl6jIpW1a+H+++HRR31g2iOP9CaWhXuESsVr3x5uuMGXZcs8iBsxAq69Fn71KzjzTLjsMg0ILGWX0L7+IYRxwLhCabfFrO8Azi3i2HuAe0pyzij9IeChfcyyiBddPPgg3HmnNxoaNMi/FVXnVHapqd4Nr3Pn+NtD8IZDedWuq1b5OA2rVvm4FZs2eRX1nDl7zjQB/g3YuLGPsBq7tGzpYzo0alQtqmY3bID77oNHHvHbMHSot6Vq06aycybxHHgg/PrXvsyY4R22X3zRS+OaNvXhV44/3h9PkZLSIE0isd59F665xrvk9ejhrYxbtqzsXFV/Zt5jtUkTr+eLVXg4kLy5kDZt8iVvfeNGH6gsr2o2xPQ9qlfPA7j99/cq2Pbt/Vs1Sapit2+Hhx+GP//ZL/WCC+DWW72mWqOlJIcePXwM7L/8xVsN3HabN5l9+20fkqVfP28LVw1+X0iCKXATAe8hev31PlVUly4+PdXXX1d2riSeunXzOzwUJSfHA7m1a73kLq/0bt68giOstmjhAdyBB3q3pF+TaAAAIABJREFUy4yMKlUVnp0Nzz3nbadWrPAZDf78Z5+CVpJT3brw4x/7b4zVq+Hjj32MvSlT/PfEKad4p4cq9BhKFaPATWq23Fx46in43e+8sdCdd/rMB3XrKnBLZikp+e3tDj204LatW70b4LJl+XO8Tpvm2+rU8QAur1q3EgO599/3dlJz5vhEFi++6MMESvWx337e83TIEJ/Q5MMPvTr19dd9GuPjj9e0W7InBW5Sc82b513BPv3UvxEff7xgL0mpnho08GAuNqDbvDl/dNUFC/ybE/JHWO3e3V8roGp14UJvE/Xmmz7N0iuv+OCuqkKrvurWhRNO8EBt9mwf1/vVV70a9YQTPIjbl0lLpHpR4CY1z44d8Kc/wb33em/Ep5/2vvr6Zqy5Gjb0hka9evn7zZs9gJs924fJnzLFO0AcfLA3VsrM9M4Q5WjTJvjjH+Ghh/yL/N57vfa+bt1y/Ripwsy8Gvzww70g+P33ffngAx/899hj92wCKjWPAjepWT76CH72M/9SvvBCeOABH5tNJFbDhj7GxpFHenX6kiU+APPMmd4l8OWXvSq1Tx8faXUfSuJycvy3wy23+Lhsl10G99zj/Sik5srIgJ/+FM46ywO3zz7Ln1rrD3/wx05qJgVuUjOsXw+/+Y3PS9Oxo9dF9O9f2bmSZFCrVv6MD2ed5Z0cpkzxZcQIeOkl/0Zt3dqHjald8j+rH3/spWozZsBxx8E773isKJKnRQsf9uX0072/zUMPwZgx3lHl1lu9/aPULBr+T6q3EPzLtUsXeOEFuPFGr/pS0CZl1bq1z9Z+110+LP6PfuTDxwweDAcc4EVne+nYsmSJjzTTr5+PzTZyJHzyiYI2KVp6ulelL1vmrxMn+tyoAwb4syM1hwI3qb4WLvS/apdc4m2TvvjCx1KoX7+ycybVgZnXZ/3kJ94g7bXXPPK6915/3k46yXsWZGfvPmTLFo/rDj3US9fuugu++grOO09NLKVkmjTxqtJly3xMuC+/9N8OP/qRV6nGDl8o1ZMCN6l+tm/3ga8OO8wHYn30UW8gosGvJFFSUnwuozff9KFG7r7bS+HOPRc6dCD3nj/x0kNr6dzZ+8Wce653YL31Vg33IGWTng6//a2X3v7jH17I278/HHOM90ZVAFd9KXCT6uXddz1Au+sur4uaPx9+8QtNCigVp23b/OrSN95gw35dqPWHWzj7l+144odhzHx6KiNGaF5RKR/168N11/nj9thj3gTz9NO94/Nrr3nfGqle9G0m1UNWlgdqeY3D//MfH7FUXfOkkixcnMJZzwym+bT3Obn1XJb1/ymn7RzD4Zf39sZJL74IP/xQ2dmUaqJuXbj6am8h8vTTPhPc2Wf7EIQvvligxl6SnAI3SW67dsHf/uadD95+28dR+PJLb18kUgk2bPAZD7p29TZHf/oTvPX1oXQe/wiWleX1Whs2wEUXeRu5P/4R1qyp7GxLNZGa6kPKzJsH//63t5286CIfvebxx30YS0luCtwkeY0f7wOm/uY3cOKJMHcu3HyzRiyVSrFjB/z9794v4aGH4PLLYdEi73i6ux1b48Zer/XVVzBunBeH3Hab90a97DIfF0SkHNSuDeef779j33jDp/b92c98NKQHHvCOMpKcFLhJ8pkzB047DQYO9PlFX3sNxo6FDh0qO2dSA2XnGE99egidO3tJW2amx1+PP+5zUcZVq5ZX67/7rheNXH65D+zbs6d3DxwzxkfmFdlHtWr5SDWff+4lwIce6lOqHXgg3HGHCnuTkQI3SR6rV/tPxu7d4X//g/vv91K2M8/UWApS4XJzYfTUjnS781yuHPEj2rTxL8bx40vZgblLF/jnP72d5l//6uM8/PjHPuDv/ffDd98l7Bqk5jCDk0/25r8TJ/r0WXfe6YW9V17ps7tJclDgJlXfxo0+bkKnTvDUU3Dttd6F6te/VrWoVLicXGP01I70uudsznviFOqk5PLGL95j4kT/Yiyzpk292n/RIp9h/MADfbyHdu3gmmu8h7RIOTj6aK+kmDfPa+j//W//sTFwoBcCayiRqk2Bm1Rd333n47FlZPi4WIMGeTXpP/4BzZtXdu6khtmVYzz7v850u+NcznviFHbsqs2Iyz5kxq2vMviIZeVX6Fu7tncH/PhjmD7dB3178kkvmRs0yBssqYuglIMuXeBf/4Lly71f16xZXoPfrRsMHw5bt1Z2DiUeBW5S9WzY4GX4GRk+Hlv//vmTe3fuXNm5kxpmy47aPPJRNzrdOpTLnutHvTrZvHzV+8y542UuOnoRKbUSWDzRowc884x/s951l3+znnmm/9+4/XZPF9lHzZt7v66lS32GwLQ0H1qkTRuv4Jg5s7JzKLEUuEnVMX8+/PznXjV0xx0+pMeMGT5tkGY9kAq2aE0jrh/Vl7a/v4j/N/JY2jbZytvXvsMXt4zhnCOXJDZgK6xVK28usGwZvP66t/P84x8hI4OBj5xBxhdjqLVrZ8XlR6qlOnV86JBp03z+08GDvbD3iCO8evWZZ9QbtSqoXdkZkBouBG8t++CDPjxC3bpw4YVw/fUK1qTC5eQa781px6MTujFu9gGkpuTwkyMX8/9Oms1RHdZWdva8GnXIEF+WLoWnnqLFw09x4Ky32FG/KYszz2PB0ZewpuPR6rAjZWYGxx/vy9//7qVwjz/unZ+vvdYLfS+6yCtDaiuKqHC65VI5li/3vwbPPQcLFniJwp13eq/RVq0qO3dSw8xe0ZTnP+/MC5MOZtWmBuzfaBt3nD6Vq0+Yx/6Nt1d29uKLBu/9d9s7aPPVf+g88Xk6T3yOrp88xqZWB/N15lCW9Pox69sdoSBOyqx5c/8d/ctfemf+F16AUaO8Q0OrVnDeed4M85hjfMpeSTwFblJxtm3zap5nn/VxE0KAE07wxhVDh6qHqFSobzY04LXpHXj+80588U1LatfK5bTDv2HY0Z9xevdvqFM7OSZ5DLVSWNF1ACu6DuDTHZvp8MWrdPr8eXq88yd6jbubTS0PYmnPs1nc68eszegDKIiT0jPzIUSOPdb7h73zjgdxw4fDww97EDd4sJfGnXyyt5OTxFDgJom1di289Zb3hBs/HrZv95KC226DSy7xYbxFKkAIMHtlU16fkcHrMzL44puWAPQ6YC3/OO8zzu/9NS0bJvd8QLvSGrLgmEtZcMylpH2/howv36DDF69y+AcPcsT4v7K1cWuYOMB7p/bvr97ZUiZ16uTX2H//vQ8h8tprXhL35JOQnu5NlPv396VzZxX6licFblK+srN9CIOPPoI33/Sy9dxcaN/eG0icc46XstVSvxhJvG831eOj+W34cH4bPpjXlqXrG2EW6NtxNX85+3OG9FhG5/02VXY2E2JHo1Z8dfxP+er4n1Jn60YOnPkmB8wex0Fjx3oTBTPo3du/WY87Dvr29Sm5REqhUSP4yU982bkTJkzwipXx432sOPA///37+6Qgffv6tHAK5MpOgZvsmx07vOfnJ5/4/9hPP4XNm33bEUfAH/7gP8t69tT/VEmonFxj/reNmbKsJZOXtOKjBW2Yt6opAE3q7+RHnVZx86kzOKP7sqrbbi1BfmjQlIV9L2Fh30s46IocmDrVi0neew/uvden1zLzDkHHHecNlnr1iobfUcMlKZm6dX0Q34ED/f3ixfD++76MGQNPP+3pLVr4I3bMMXDkkf5V0bJl5eU72Shwk5IJAdav9ymmpk/35Ysv/H3enIqHHuo9Qvv181K11q0rNctSfW3ansq8VU2Zu6opc1Y2Zdo3LZi2rAVbdtYBIL3uDxx38Ldc1nc+J3VZSY/26yt2+I6qLCUFjjrKl9tv9/EdJk2Czz7zH17PP+9TcAHUq8eQ/buzvn0P1rfrwXf7d2HTfp3Z1ri1fojJXnXs6OPBXX21V7zMnevTbf3vf77klciBf10ccYQv3br5RDmdO0OzZpWX/6oqoYGbmQ0C/oH/ZHsyhHBvoe11geeBI4H1wHkhhKXRtpuAK4Ac4LoQwnvFndPMOgAjgWbAF8DFIYQfEnl91c62bbBihc+ZmJXlww0sWODLwoU+9VSe/fbzX+SDB/vrsccWM6O2SOls2+aTXy9bBssmdmLZhnSWrm/I0nUNmfdtE1ZtarB737q1szmi3QaG9V1I74w19D5wLYfsv0mBWkmlp3tr8rz5urKz/Rt2xgyYMYPscTPoOHU0XT95fPchu+o2YFOrzmzarzObm2ewpWl7tjZrz5am7dnSrD2E5grspIBateCww3z56U89bf16f8y+/NKXGTN8dKhdu/KPa97cA7iMDGjb1of5jH1t3brmDUmSsMs1sxTgUaA/kAVMMbOxIYS5MbtdAWwMIRxsZkOB+4DzzKwrMBToBrQBPjCzvCHzizrnfcCDIYSRZvZYdO5/Jer6qpzcXG/4v21b/OX7731GgvXr/TVvyXv/7bf+Wlj79v6/ZuhQ/wl0yCFe7anSNImRmwu7cmrtsfyQk8KWnbXZvKMOW8Z74c7mzf66ZYs/cmvXepAW+1pwqp0TAdi/0TYymm9mQNcsurb+jkP338ihrb+jQ4vNCtLKU+3aPsBv9+5wySW83QUIgQYbl9Nk9QIa5y1rFtBi2VQypo8hJWdXwXP8vrbXhzVv7q+F1xs18oCxQQNIT6fl0gbsqpvOrrrpZNdtQE5KHXJTUslNSVV72GqsefOCvxkAfvgBliwpWGawYAFMnuzlCTsLjTNdq5b3aG3e3Kf7bdbMl9j1Ro2gfn1/3OrX33M9NdUf+7zXqv7IJTJO7QMsCiEsBjCzkcAQIDZwGwLcEa2/AjxiZhaljwwh7ASWmNmi6HzEO6eZzQNOAi6I9nkuOm9yB27HHOPfZDk5/is4Ozt/Pd5rSdWv709z8+b+2qWLV2+2a1fw50z79lCvXsIuT5LT8xM7ccPLfQsEaDm5JfhL95c9k+rU8T+6LVv60rlz/nqrVnDAAZDx+UjaN9tKWmopnnEpX2ZsbXYAW5sdwIpDTym4LTeXepvXkL5xOQ02LCd943KOOWg1rFvny/r1Ppt53nqcv1VnFfPRuVZrdxAXUmp7MHdnav63rJl/0958MwwbVr7XLRWuTh0vHzjkkD23heA/9rKyvHIor4Jo1ar8sohly7wlz8aNZZ/lwcwfrcJLXiHywQd7y4LKYiEk5peqmZ0DDAohXBm9vxg4KoRwbcw+s6N9sqL3XwNH4UHX5yGEF6L0p4B3osP2OGfM/gdH6e2Bd0IIh8XJ11XAVdHbQ4D55XjZ8bQA1iX4M2o63ePE0v1NLN3fxNM9Tizd3/J3YAghbpeNRJa4xWvgUDhKLGqfotLj/awvbv89E0MYDgyPty0RzGxqCCGzoj6vJtI9Tizd38TS/U083ePE0v2tWImsyc0C2se8bwesLGofM6sNNAY2FHNsUenrgCbROYr6LBEREZGklsjAbQrQycw6mFkdvLPB2EL7jAXyGiWcA3wYvO52LDDUzOpGvUU7AZOLOmd0zEfROYjO+UYCr01ERESkwiWsqjSEkG1m1wLv4UN3PB1CmGNmdwFTQwhjgaeAEVHngw14IEa032i8I0M2cE0IIQcg3jmjj/w9MNLM7gamR+euCiqsWrYG0z1OLN3fxNL9TTzd48TS/a1ACeucICJSnZnZs8BbIYRXKjsvIlJzVPHRSkREqoeYNrgiImWmPyQiIhEzawCMxjs4pQB/xIcNOgOoB/wPuDoUqqows9vi7WNmE6L3xwIfmtmlQOcQwi4zawTMBDqFEAqNYCsiEp9K3ERE8g0CVoYQjojGgXwXeCSE0Dt6Xw84Pc5xxe3TJITwoxDCncAE4P+i9KHAqwraRKQ0FLiJiOSbBZxiZveZ2fEhhE3AiWY2ycxm4TO0dItzXHH7jIpZfxK4LFq/DHim/C9BRKozVZWKiERCCAvM7EjgNODPZjYeuAbIDCEsN7M7gLTYY8wsDfhnMfvsnnk1hPCZmWWY2Y+AlBDC7MRekYhUNypxExGJmFkbYFs03d79QK9o0zozSyd/rMhYaSXYJ9bzwEuotE1EykAlbiIi+Q4H/mpmucAu4OfAmXgV6lJ8EPACQgjfmdkTxe1TyIvA3XjwJiJSKhrHTUSkApnZOcCQEMLFlZ0XEUk+KnETEakgZvYwcCrehk5EpNRU4iYiIiKSJNQ5QURERCRJKHATERERSRIK3ERERESShAI3ERERkSShwE1EREQkSShwExEREUkSCtxEREREkoQCNxEREZEkocBNREREJEkocBMRERFJEgrcRERERJKEAjcRERGRJKHATURERCRJKHATERERSRIK3ERERESShAI3ERERkSShwE1EREQkSShwExEREUkSCtxEREREkoQCNxGREjKzCWZ2ZWXnQ0RqLgVuIiKFmNlSM9tuZlvMbLWZPWNm6aU8x6VmlhOdY4uZLYnO0zlR+RaR6k+Bm4hIfGeEENKBXkBv4A9lOMfE6ByNgVOA7cA0Mzus/LIpIjWJAjcRkWKEEFYA7wB5wdaBZvaZmW02s/Fm1qIE58gJIXwdQvgF8DFwR+JyLCLVmQI3EZFimFl74DRgepR0AXAZ0AqoA/ymlKccAxxfbhkUkRpFgZuISHyvm9l3wKd4KdmfovRnQggLQgjbgdFAj1KedyXQrPyyKSI1Se3KzoCISBV1Zgjhg9gEMwP4NiZpG1CqTgtAW2DDvmVNRGoqlbiJiFSss4D/VnYmRCQ5qcRNRCTBzCwFOAD4FdAP6FupGRKRpKUSNxGRchKN1xbb8aCvmW0BvgcmAI2A3iGEWZWRPxFJfhZCqOw8iIiIiEgJqMRNREREJEkocBMRERFJEgrcRERERJJEQgM3MxtkZvPNbJGZ3Rhne10zGxVtn2RmGTHbborS55vZwCitvZl9ZGbzzGyOmf0yZv9mZva+mS2MXpsm8tpEREREKlrCOidE3d8XAP2BLGAKcH4IYW7MPr8AuocQfmZmQ4GzQgjnmVlX4CWgD9AG+ADojE8x0zqE8IWZNQSm4YNkzjWzvwAbQgj3RkFi0xDC74vLY4sWLUJGRkY5X7mIiIhI2U2bNm1dCKFlvG2JHMetD7AohLAYwMxGAkOAuTH7DCF/suVXgEfMhyYfAowMIewElpjZIqBPCGEisAoghLDZzObho5DPjY7pF53rObzrfbGBW0ZGBlOnTt23qxQREREpR2a2rKhtiawqbQssj3mfFaXF3SeEkA1sApqX5NioWrUnMClK2i+EkBfUrcJL5/ZgZleZ2VQzm7p27dpSX5SIiIhIZUlk4GZx0grXyxa1T7HHmlk68CpwfQjh+9JkKoQwPISQGULIbNkybimkiIiISJWUyMAtC2gf874dsLKofcysNtAYn3y5yGPNLBUP2l4MIYyJ2We1mbWO9mkNrCm3KxERERGpAhLZxm0K0MnMOgArgKHABYX2GQsMAyYC5wAfhhCCmY0F/m1mD+CdEzoBk6P2b08B80IIDxRxrnuj1zcSc1kiIiI1065du8jKymLHjh2VnZVqIS0tjXbt2pGamlriYxIWuIUQss3sWuA9IAV4OoQwx8zuAqaGEMbiQdiIqPPBBjy4I9pvNN7pIBu4JoSQY2bHARcDs8xsRvRRN4cQxuEB22gzuwL4Bjg3UdcmIiJSE2VlZdGwYUMyMjLwshQpqxAC69evJysriw4dOpT4uBo9V2lmZmZQr1IpteHDC76/6qrKyYeISAWbN28eXbp0UdBWTkIIfPXVVxx66KEF0s1sWgghM94xmjlBRERESkxBW/kpy71U4CYiIiKSJBLZOUFERESqscItR/ZVSVqemBkXXXQRI0aMACA7O5vWrVtz1FFH8dZbb5VvhqoglbiJiIhI0mjQoAGzZ89m+/btALz//vu0bVt4fP/Kl52dnZDzKnATERGRpHLqqafy9ttvA/DSSy9x/vnn7942efJkjjnmGHr27MkxxxzD/PnzAXj22Wc5++yzGTRoEJ06deJ3v/vd7mN+/vOfk5mZSbdu3bj99tt3p48bN44uXbpw3HHHcd1113H66acDsHXrVi6//HJ69+5Nz549eeONN3Z/xrnnnssZZ5zBgAEDEnLtCtxEREQkqQwdOpSRI0eyY8cOZs6cyVFHHbV7W5cuXfjkk0+YPn06d911FzfffPPubTNmzGDUqFHMmjWLUaNGsXy5z655zz33MHXqVGbOnMnHH3/MzJkz2bFjB1dffTXvvPMOn376KbHTZN5zzz2cdNJJTJkyhY8++ojf/va3bN26FYCJEyfy3HPP8eGHHybk2tXGTURERJJK9+7dWbp0KS+99BKnnXZagW2bNm1i2LBhLFy4EDNj165du7edfPLJNG7cGICuXbuybNky2rdvz+jRoxk+fDjZ2dmsWrWKuXPnkpubS8eOHXePsXb++eczPGrUN378eMaOHcv9998PwI4dO/jmm28A6N+/P82aNUvYtStwExERkaQzePBgfvOb3zBhwgTWr1+/O/3WW2/lxBNP5LXXXmPp0qX069dv97a6devuXk9JSSE7O5slS5Zw//33M2XKFJo2bcqll17Kjh07KG6c2xACr776KoccckiB9EmTJtGgQYPyu8g4VFUqIiIiSefyyy/ntttu4/DDDy+QvmnTpt2dFZ599tm9nuf777+nQYMGNG7cmNWrV/POO+8AXuW6ePFili5dCsCoUaN2HzNw4EAefvjh3cHd9OnTy+GKSkYlbiIiIlImlTlxTLt27fjlL3+5R/rvfvc7hg0bxgMPPMBJJ5201/McccQR9OzZk27dutGxY0eOPfZYAOrVq8c///lPBg0aRIsWLejTp8/uY2699Vauv/56unfvTgiBjIyMChuKRFNeacorKS1NeSUiNdS8efP2mJ6pOtuyZQvp6emEELjmmmvo1KkTN9xwQ7l+Rrx7qimvRERERErpiSeeoEePHnTr1o1NmzZx9dVXV3aWVFUqIiIiEs8NN9xQ7iVs+0olbiIiIiJJQoGbiIiISJJQ4CYiIiKSJBS4iYiIiCQJdU4QERGRsik8PNK+KsHwSikpKQUG3R06dCg33njjPn90RkYGU6dOpUWLFvt8rkRS4CYiIiJJo169esyYMaOys1FpVFUqIiIiSS8jI4Obb76Zvn37kpmZyRdffMHAgQM56KCDeOyxxwCYMGECJ5xwAmeddRZdu3blZz/7Gbm5uXuc64EHHuCwww7jsMMO4+9//zvgsyX84x//2L3PLbfcwkMPPQTAX//6V3r37k337t25/fbbd+/zwgsv0KdPH3r06MHVV19NTk7OPl+nAjcRERFJGtu3b6dHjx67l9g5RNu3b8/EiRM5/vjjufTSS3nllVf4/PPPue2223bvM3nyZP72t78xa9Ysvv76a8aMGVPg/NOmTeOZZ55h0qRJfP755zzxxBNMnz6dK664gueeew6A3NxcRo4cyYUXXsj48eNZuHAhkydPZsaMGUybNo1PPvmEefPmMWrUKD777DNmzJhBSkoKL7744j5fv6pKRUREJGkUV1U6ePBgAA4//HC2bNlCw4YNadiwIWlpaXz33XcA9OnTh44dOwJw/vnn8+mnn3LOOefsPsenn37KWWedRYMGDQA4++yz+e9//8t1111H8+bNmT59OqtXr6Znz540b96c8ePHM378eHr27An4NFkLFy5k5syZTJs2jd69ewMecLZq1Wqfr1+Bm4iIiFQLdevWBaBWrVq71/PeZ2dnA2BmBY4p/L64OdyvvPJKnn32Wb799lsuv/zy3fvfdNNNe0yH9fDDDzNs2DD+/Oc/l/2C4lBVqYiIiNQYkydPZsmSJeTm5jJq1CiOO+64AttPOOEEXn/9dbZt28bWrVt57bXXOP744wE466yzePfdd5kyZQoDBw4EYODAgTz99NNs2bIFgBUrVrBmzRpOPvlkXnnlFdasWQPAhg0bWLZs2T7nXyVuIiIiUjYlGL6jvOW1ccszaNAg7r333hIf37dvX2688UZmzZq1u6NCrF69enHppZfSp08fwEvZ8qpB69Spw4knnkiTJk1ISUkBYMCAAcybN4++ffsCkJ6ezgsvvEDXrl25++67GTBgALm5uaSmpvLoo49y4IEH7tP1W3FFgtVdZmZmmDp1amVnQ5JN4XGLKuEPl4hIZZg3bx6HHnpoZWejzCZMmMD999/PW2+9Vabjc3Nz6dWrFy+//DKdOnUqlzzFu6dmNi2EkBlvf1WVioiIiOzF3LlzOfjggzn55JPLLWgrC1WVioiISI3Qr18/+vXrV6Zju3btyuLFi8s3Q2WgEjcREREpsZrcxKq8leVeJjRwM7NBZjbfzBaZ2R4TiZlZXTMbFW2fZGYZMdtuitLnm9nAmPSnzWyNmc0udK47zGyFmc2IltMSeW0iIiI1TVpaGuvXr1fwVg5CCKxfv560tLRSHZewqlIzSwEeBfoDWcAUMxsbQpgbs9sVwMYQwsFmNhS4DzjPzLoCQ4FuQBvgAzPrHELIAZ4FHgGej/OxD4YQ7k/UNYmIiNRk7dq1Iysri7Vr11Z2VqqFtLQ02rVrV6pjEtnGrQ+wKISwGMDMRgJDgNjAbQhwR7T+CvCI+Uh4Q4CRIYSdwBIzWxSdb2II4ZPYkjkRERGpGKmpqXTo0KGys1GjJbKqtC2wPOZ9VpQWd58QQjawCWhewmPjudbMZkbVqU3j7WBmV5nZVDObql8MIiIikkwSGbhZnLTCleJF7VOSYwv7F3AQ0ANYBfwt3k4hhOEhhMwQQmbLli33ckoRERGRqiORgVsW0D7mfTtgZVH7mFltoDGwoYTHFhBCWB1CyAkh5AJP4FWrIiIiItVGIgO3KUAnM+tgZnXwzgZjC+0zFhgWrZ8DfBi8q8pYYGjU67QD0AmYXNyHmVnrmLdnAbOL2ldEREQkGSWsc0IIIdvMrgXeA1KAp0MIc8zsLmBqCGEs8BQwIup8sAEP7oj2G43dsWEJAAAagUlEQVR3ZMgGrol6lGJmLwH9gBZmlgXcHkJ4CviLmfXAq1SXAlcn6tpEREREKkNCZ04IIYwDxhVKuy1mfQdwbhHH3gPcEyf9/CL2v3ifMisiIiJSxWnmBBEREZEkocBNREREJEkocBMRERFJEgrcRERERJKEAjcRERGRJKHATURERCRJKHATERERSRIK3ERERESShAI3ERERkSShwE1EREQkSShwExEREUkSCtxEREREkoQCNxEREZEkocBNREREJEmUKHAzs1fN7P/MTIGeiIiISCUpaSD2L+ACYKGZ3WtmXRKYJxERERGJo0SBWwjhgxDChUAvYCnwvpn9z8wuM7PURGZQRERERFyJqz7NrDlwKXAlMB34Bx7IvZ+QnImIiIhIAbVLspOZjQG6ACOAM0IIq6JNo8xsaqIyJyIiIiL5ShS4AU+GEMbFJphZ3RDCzhBCZgLyJSIiIiKFlLSq9O44aRPLMyMiIiIiUrxiS9zMbH+gLVDPzHoCFm1qBNRPcN5EREREJMbeqkoH4h0S2gEPxKRvBm5OUJ5EREREJI5iA7cQwnPAc2b24xDCqxWUJxERERGJY29VpReFEF4AMszsV4W3hxAeiHOYiIiIiCTA3qpKG0Sv6YnOiIiIiIgUb29VpY9Hr3dWTHZEREREpCglnWT+L2bWyMxSzew/ZrbOzC5KdOZEREREJF9Jx3EbEEL4HjgdyAI6A79NWK5EREREZA8lDdzyJpI/DXgphLChJAeZ2SAzm29mi8zsxjjb65rZqGj7JDPLiNl2U5Q+38wGxqQ/bWZrzGx2oXM1M7P3zWxh9Nq0hNcmIiIikhRKGri9aWZfAZnAf8ysJbCjuAPMLAV4FDgV6Aqcb2ZdC+12BbAxhHAw8CBwX3RsV2Ao0A0YBPwzOh/As1FaYTcC/wkhdAL+E70XERERqTZKFLiFEG4E+gKZIYRdwFZgyF4O6wMsCiEsDiH8AIyMc8wQ4Llo/RXgZDOzKH1kNBfqEmBRdD5CCJ8A8Ur8Ys/1HHBmSa5NREREJFmUdJJ5gEPx8dxij3m+mP3bAstj3mcBRxW1Twgh28w2Ac2j9M8LHdt2L/nbL4SwKjrXKjNrFW8nM7sKuArggAMO2MspRURERKqOEgVuZjYCOAiYAeREyYHiAzeLkxZKuE9Jji2TEMJwYDhAZmZmuZxTREREpCKUtMQtE+gaQihNoJMFtI953w5YWcQ+WVFJXmO8GrQkxxa22sxaR6VtrYE1pciriIiISJVX0sBtNrA/sKoU554CdDKzDsAKvLPBBYX2GQsMAyYC5wAfhhCCmY0F/m1mDwBtgE7A5L18Xt657o1e3yhFXkXKx/DhBd9fdVX5nKvwecrzc0REJGmUNHBrAcw1s8nAzrzEEMLgog6I2qxdC7wHpABPhxDmmNldwNQQwljgKWCEmS3CS9qGRsfOMbPRwFwgG7gmhJADYGYvAf2AFmaWBdweQngKD9hGm9kVwDfAuSW9CSIiIiLJoKSB2x1lOXkIYRwwrlDabTHrOygiwAoh3APcEyf9/CL2Xw+cXJZ8ioiIiCSDEgVuIYSPzexAoFMI4QMzq4+XoomIiIhIBSnpXKU/xcdZezxKagu8nqhMiYiIiMieSjpzwjXAscD3ACGEhUDccdJEREREJDFKGrjtjGY/ACAaukNjoImIiIhUoJIGbh+b2c1APTPrD7wMvJm4bImIiIhIYSUN3G4E1gKzgKvxnqJ/SFSmRERERGRPJe1VmmtmrwOvhxDWJjhPIiIiIhJHsSVu5u4ws3XAV8B8M1trZrcVd5yIiIiIlL+9VZVej/cm7R1CaB5CaAYcBRxrZjckPHciIiIistveArdLgPNDCEvyEkIIi4GLom0iIiIiUkH2FrilhhDWFU6M2rmlJiZLIiIiIhLP3gK3H8q4TURERETK2d56lR5hZt/HSTcgLQH5EREREZEiFBu4hRA0kbyIiIhIFVHSAXhFREREpJIpcBMRERFJEgr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"markdown", "metadata": {}, "source": [ "## Violin plot(distribution)\n", "\n", "Combines a boxplot with the kernel density estimation procedure" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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"display_data" } ], "source": [ "ax = sns.violinplot(x=\"salary\", data=salary, bw=.15)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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ao5Yjhw/hcDSdLTdY7Nq1CwTIeD8DaOOcNUZ27typrWGKbs0VV1xBerpTdex2O/fccw+jR49m/vz5VFdXt3r+nDlzWLlyJa+//nqgTfULJSIKn3A/XY3oZfW0jexlo6y8grNnz7aXWQDs2r0LogF/Z6JcNUZ27d6lpVmKbozNZuO///2vp25HWloa999/P8eOHSMqKoqPP/7Yq34mTJigeboSrVAiovCJffv20cMEieGXRh2jop2Csn///vYyi/Lyck6eOIkjvm2jIRkvyc3J5cKFCxpZpuiOuHNnTZo0iQEDBnDXXXcBMGjQIE9OrYkTJ5KRkeFVfx05PZVaE1F4jcPhYN+e3YzpVUvdrNWxoZK+EZLdu3dx0003tYtthw8fdtYOiWvbP5u7Fntqaip9+/bVwjRFN6Tumkhd6jps6PV6r6azAA4ePNgh10NAjUQUPnDixAlKysoZF2NrtC+5Vy2pqale/1NozaFDhxA64SyF2xZ6gC5Ux+HDhzWxS6FoK9988w2vv/4699xzT3ub0iRqJKLwmh07dqATkBxjbbRvfJyVL87b2LdvH1dccUXQbTt85DCyl/TdtbchAuzRdlIPN36KVHReesYktOpR5Wt/WvLnP/8ZgPvuuw+A9evXs337dqqqqhg0aBAff/xxhx2JKBFReM32bVsZFmUjMqTxlNGIKBvhRsH27duDLiI2m420U2k4BmnjHSajJReOXqC8vJzIyEhN+lS0Ly3FdAQCd7GougwcOLBejMhDDz3k2XaLB8Add9zBHXfcEVD7tERNZym84vz585zNyGRSnKXJ/QYdjI+pYfu2rdhsjae7AklGRgZWqxV6adOfjHaK5MmTJ7XpUKHowigRUXjFN998A8Dk3k2LiHOflfKKSg4ePBgss4BLKVdklEYeLFHOH27ffoVC0TxKRBResXnTRob0tBMT2vyNOjnGSqhBsGXLluAZBpw9exahFxChUYcm0Jl17R73olB0BpSIKFolKyuLtPTTTO1d2+JxIXpIianlmy2bgzqllZmZCZG0+G0WqQJKgBLQbdE1m83XjT3CztkMJSIKRWsoEVG0yqZNmwCYGt/8VJabqfEWysorOHDgQKDN8pB5LhNHRMuL6qJEIKyuV34L2XxdyEjJ+fPntTRToeiSKBFRtMqmjV8zNKrlqSw3yTFWzEbhEZ5AY7fbycvNQ4ZrHNEbAZUVlU162SgUiksoF19Fi2RkZHDmbAbLh9Wfynr3pBmA5cPrBxeG6GFiTA1bv9nCL3/5S4xGY0DtKyoqwm63Q7i2/cowpyjl5uZy2WWXadu5Iug88MsHyCvM06y/+Jh4Xnn+lWb3CyH44Q9/yLvvvgs43dD79OnD1KlT+c9//uPTtUpKSvjb3/7GT37ykzbZHCiUiChaZPPmzQhgSoOprMzy5qP6piZY2J5bxb59+wKeUv3ixYvApZu+ZoRd6l+JSOcnrzCPCxM1zIfWSpq48PBwjh49SnV1NWazma+++op+/fr5damSkhL+9Kc/+SQiUkqklOh0gZ9sUtNZihbZvPFrhvey0cvk/U16bLQz8HDjxo0BtMxJQUGBcyNU447NDfpXKHxk0aJFfPbZZwB88MEH3HrrrZ59e/bsYcaMGaSkpDBjxgxPTNKxY8eYMmUK48ePJzk5mbS0NB599FFOnz7N+PHjefjhhwFYu3YtkydPJjk5mTVr1gDOWYORI0fyk5/8hAkTJgRtTS9gIiKE6C+E2CyEOC6EOCaEeNDV/qQQIlsIkep6XVPnnNVCiHQhxEkhxII67QtdbelCiEfrtA8SQuwWQqQJIdYLIUIC9Xm6IxkZGWScO8+UFmJDmsKggwmxNezYvg2LxbdzfaWoqMi5obWIhDboX6HwkVtuuYV169ZRU1PD4cOHmTp1qmffiBEj2Lp1KwcPHuS3v/0tjz32GOBMf/Lggw+SmprKvn37SExM5A9/+ANDhgwhNTWVtWvXsmHDBtLS0tizZw+pqans37+frVu3As4A2dtvv52DBw+SlJQUlM8ZyOksG/BLKeUBIUQksF8I8ZVr34tSyufqHiyEGAXcAowG+gJfCyGGuXa/CswDsoC9QohPpZTfAX909bVOCPFn4C7gtQB+pm7Fli1bELQcYNgcU+ItbMupZv/+/QGd0iouLnZuaF3NVge6EN2l/hUKH0lOTiYjI4MPPviAa665pt6+0tJSVqxYQVpaGkIIZ8YFYPr06TzzzDNkZWWxdOlShg4d2qjfDRs2sGHDBlJSUgBnipW0tDQGDBhAUlIS06ZNC/yHq0PARiJSyhwp5QHXdjlwHGhpUvB6YJ2UslZKeRZIB6a4XulSyjNSSguwDrheCCGAq4CPXOe/A9wQmE/TPflmy2aGRtl9mspyMzbaRphReCLdA0VpaSk6ky4w3+RQZ/8Khb8sWbKEhx56qN5UFsDjjz/OnDlzOHr0KP/+97+pqakB4LbbbuPTTz/FbDazYMGCJr0cpZSsXr2a1NRUUlNTSU9P99QrCQ/X2MPEC4KyJiKEGAikALtdTQ8IIQ4LId4UQrgzHvUD6k7iZbnammuPAUqklLYG7U1df6UQYp8QYl9+fr4Gn6jrk52dzekzZ5kc13KAYXO4c2nt2L4toIGH5eXlEKBJTIfRQVlZWWA6V3QL7rzzTp544glPZUM3paWlnoX2t99+29N+5swZBg8ezKpVq1iyZAmHDx8mMjLS+T13sWDBAt58802P+3l2drbHwaQ9CLh3lhAiAvgY+JmUskwI8RrwFCBdP58H7gSaiv6SNC10soXjGzdK+TrwOsCkSZM6bomwDsT27dsBmNi7cdp3b5kYZ+XbI+UcPXrUU81Na8rLy3EYA1PbXRolZeVKRLoC8THxrXpU+dyfFyQmJvLggw82an/kkUdYsWIFL7zwAldddZWnff369bz33nsYjUYSEhJ44okniI6OZubMmYwZM4ZFixaxdu1ajh8/7pkmjoiI4L333kOvb2sdBP8IqIgIIYw4BeR9KeU/AKSUeXX2/wVwO01nAf3rnJ4IuH3ymmovAKKEEAbXaKTu8Yo2smP7dvpHOuht9v8GnRxjxaBzClKgRKSsvAxpDMxzgRKRrkNLMR2BoKkg1dmzZzN79mzAufZx6tQpz76nnnoKgNWrV7N69epG5/7tb3+r9/7BBx9sUpzqppoPFoH0zhLAG8BxKeULddr71Dnse4D7U38K3CKEMAkhBgFDgT3AXmCoyxMrBOfi+6fSWXR4M7DMdf4K4JNAfZ7uRHl5OYePHCElxr+pLDdmA4zsZWXnju0aWdaY8orywD0KGaGysjJAnSsUXYNAronMBJYDVzVw531WCHFECHEYmAP8HEBKeQz4EPgO+AK4X0ppd40yHgC+xLk4/6HrWID/AX4hhEjHuUbyRgA/T7dh7969OBwOxsf6P5XlZnyMlfPZF8jOztbAssZUVVYFbCSCEaqr2qfcr0LRWQjYdJaUcjtNr1t83sI5zwDPNNH+eVPnSSnP4PTeUmjInj17CA8RDOlhb3Nf42KtvHsKdu/ezdKlSzWwrj7V1dUQrXm3Tgxgs9qw2WwYDCq5Q2dDSolzQkThC85JHu9REeuKekgp2b1rJ6OjatFr8O2INzuIC3MKk9ZIKamtqQ3co5Cr3+pqNRrpbISGhlJYWOjzDbG7I6WksLCQ0FDvo3fV45WiHpmZmRQWFXPDyLZPZQEIAWN61bL74AHNn+gtFgsOhwMC5ZTiMrWqqkrVWu9kJCYmkpWVhXLp953Q0FASExO9Pl6JiKIe7tK2o3ppF9sxupeVzdk1nDp1ilGjRmnWrztAK9AjkdratjkYKIKP0Whk0KBB7W1Gt0BNZynqcfDgQWLMtMm1tyEjXYKUmpqqWZ9QR0S8GYlYwWw2s2zZMsxmM3gx0JJ651SIEhGFonmUiCg8SCk5fCiV4T1r0XI9sqdJ0idccujQIe06hUvJHb0UkcWLF7Nq1SoWL17slYi4+/WIlUKhaISazlJ4yMnJoai4hGEjWp7Kevek2VNP5Ol9ESRF2hsVp2rIsJ4WDhw5jMPh0KzGgVtE3COGFjHiScv92WefeZew0SUi7uR4CoWiMWokovDgjnYd2rNl197Mcj3Vdh3Vdh0nSowtFqhyM6ynjfKKSrKysjSxFerc3L35FhudXlYfffSR09vKm4KLugbXUSgUjVAiovBw/PhxTAZB/4i2x4c0ZEhP5+jmu+++06xPT2LHQH2LRYPrKBSKRigRUXg4cfw4SRFWdAGIz+ob7sBkEJw4cUKzPu12l9gFKp5MNLiOQqFohBIRBeC8UZ4+nc6gyMA8desEJEVYSTt1UrM+PYFkARYRFbCmUDSPEhEF4KxJUFNrISkycE/dSRE20tPTnQGCGuBJaRHge3x3T52Rnp7O/Pnzeffdd9vbFEUHRImIAnAWwwECsh7ipn+EneqaWnJzczXpz+PlFSgRcWlde9Vp6ChkZmZSU1PDxo0b29sURQdEiYgCgLNnzyKAfuGBE5FEl0BlZGRo0l9IiKukYWBqUnn6NRq9ceXqunhcqdW0nqIJlIgoAOfTZlwYhATwobtfuMNzLS0wmZzBHsIWoOkme/3rdFdUsGXgkVLy8ccf88UXX7S3KT6jgg0VAJw/l0mCObDxEOFGSaRJaBYrEhYW5twIlAeurcF1uikeEenma0OBJDc3l5deegmAefPmdaopVDUSUSClJDs7m3hz4F1Z40NtmomIJ7OuRZPuGiEsov51uinuVPhaOUQoGlO3nG5VVVU7WuI7SkQUlJeXU1Vdo2nSxebobbaRk62NiJjNZkJMIRCo/IiuB/CoqKgAXaBz4L6pVVZ2rptbZ6JuGebOVpJZiYjC4y0VGwQRiQl1kF9YqFkAX3R0NASqZlQ1hIWH+VSgpyvifkrubE/InYny8nLPdllZWTta4jtKRBSewj3RpsCLSLRJYrc7KC4u1qS/vn36oqsMzNdYVAkS4hMC0ndnwv1kXF1VqTy0AkRpaalnW4mIotNRWFgIQJSXIlJtE/Vqc1T74B3lvob7mm2lX79+ARMRXaWO/v37B6TvzoT7KVlKqUYjAaKkpKTJ7c6AEhGFZ1TQI8S7p8wqm6hXm6PKBxHpGeIUEa3+UZKSknDUOjzrF80hoyTS6HrFSWRUK5/VDrJckpSUpImdnZmSTvyU3FkoKipqcrszoFx8FZSXl2MyCIxePlKEGWS92hy9Dd5PcUQYncfWHb63hSFDhjg3SoAWZp7keIkocYqdY7YXI64yQNbpvxtTWlqG1JsQ9lpKS0vp06dPe5vU5SgsLEQXqUNWSc1G6cFCjUQUVFRUEO5DULbZIOvV5jD7ICJhrmO18kAZPnw4AKJI2xgGd3/u/rsrUkrKSktxmHsC2om/oj55F/Owh9oRZuFZo+wsKBFRUF1djUkXnAXTUFcVQq2ioCMiIhiQNABRoHEgXAH0jOrZ7Z+6q6ursVotOMKiATRziFDUJzc3FxkmsZvtmuWWCxZKRBRYrVaM3pSY1QCD6xvnqY+uARNSJqAr1GmXQ0uCocDAhJQJ3T6Dr1s0HOZe9d4rtMNqtVJcVAzhIMMk2Rey29skn1AiosBut6MLdD51F/oAFHqaNGkS0iZBq6nkcnBUOZg0aZJGHXZe3Iu8MrQHQm/odIu+nYHc3Fyn63Q4EAHFRcXU1gYqglZ7lIgoEEIESUIuZW33pHHXgIkTJ6LT6xA52owa3P1MmTJFk/46M+5FXmkMg5AwJSIBwJ0GSEZIiHC2ZWd3ntGIEhEFRqMRmyM40zY215STwaCdY2B4eDgpKSnoc/Sa1BbRZesYctkQ4uPj295ZJ8ctIo6QMOwGc6db9O0MnDt3zrkRCTJS1m/rBCgRUWA2m6l1BOerUGMXnmtqyewrZyPLJLTgPCSjvIgPqQIKnf0pXNkMhA4MoTiMYVzML2hvk7ocmZmZ6EJ1YAJcuT67nIgIITpPXmKFz0RGRlIRoEy4DamwBiYz7qxZs9DpdIjzzY+o5HiJHN+yiLjPv+qqqzS1r7NSUFCAMIWDEMiQcAoK8lXqE43JyMjAEeEeooMuXKdZ4bZg4O3jZ7oQYq0QYlRArVG0C9HR0dTYJDWBqstRh5JaneeaWtKrVy8mTTixmdMAACAASURBVJqE/nzbprT05/UMGz5MpTtxcfHiRexGZz0VR0gYltraemnLFW1DSsmZs2dw9LzkWmiPtHP6zOl2tMo3vBWRZOAU8H9CiF1CiJVCiB4BtEsRRNxz/wU1gZ/SKnRdIxDrDYsWLUJWSvB32r4EZLFk0cJFmtrVmcnNy8MREg6ADHGu+l68eLE9TepSXLx4karKKqhzN5U9JefPncdmC8JTnQZ4ddeQUpZLKf8ipZwBPAKsAXKEEO8IIS5r6hwhRH8hxGYhxHEhxDEhxIOu9mghxFdCiDTXz16udiGEeFkIkS6EOCyEmFCnrxWu49OEECvqtE8UQhxxnfOy6O5O/X7Sr18/AHKrAj9rmVulQ6fTkZCgfXbcyy+/HHOYGXHWv6+BOCvQG/TMnTtXY8s6Jw6Hg4KCAhwu8VAioj1nzpwBqL9W1xNsNlunWRfxek1ECLFECPFP4CXgeWAw8G/g82ZOswG/lFKOBKYB97umwx4FNkophwIbXe8BFgFDXa+VwGuua0fjFK2pwBRgjVt4XMesrHPeQi8/t6IOSUlJCCE4XxF4ETlfoad/Yj+MRh/yrHiJyWRiwfwF6LP1vlc7tDunsmZdMYuePXtqbltnpKSkBJvVinSPREzOn3l5ee1pVpciPT3duVHnK+cWFM++Do638xdpwPXAWillipTyBSllnpTyI6DJyvJSyhwp5QHXdjlwHOjn6ucd12HvADe4tq8H/iqd7AKihBB9gAXAV1LKIillMfAVsNC1r4eUcqd0rvT9tU5fCh8ICwsjsV9fzpYFVkSkhLMVIQwdFrh8VNdeey3SLhGZvo1GRLZA1kquu+66AFnW+XCLhXsEIo1mEDolIhqSnp6OLkIHdZ+pIkHoBKdPd451kVZFxOWZ9baU8i4p5bcN90spV3nRx0AgBdgNxEspc1zn5gC9XYf1A87XOS3L1dZSe1YT7U1df6UQYp8QYp/yc2+aMWOTSSsz4Qig401+jY7iGhgzZkzArjFs2DCGDhuK/qxvC+y6szriE+KZMGFC6wd3Ezwi4hqBIHQIU4QSEQ05lXYKe48G2Rt0QE9IP91FRiJSSjswx98LCCEigI+Bn0kpWypG0NSjo/SjvXGjlK9LKSdJKSfFxcW1ZnK3JCUlhXKL5Fx566ORpEg7Zr0Ds97BiCgrSZHepTA5VmTwXCuQXL/kemSpBG+Dq8uBi3DdtddpGknf2XGLhcMU4WmzGcPIVSKiCTU1NVzIvtBk7JK9h520tLR2sMp3vP2P+VYI8YoQ4gohxAT3q7WThBBGnALyvpTyH67mPNdUFK6f7lW6LKCuX2UicKGV9sQm2hV+MHnyZAAOFba+VrF8eDVJkXaSIu38elIFy4d7V+Q8tcBI77gYBg4c2BZTW2Xu3LmYQk1eL7CLswKdTsc111wTULs6G7m5uQiDEfQmT5vDFElOTufKMttRycjIQEqJ7NnEs28UlBSXdIoqh96KyAxgNPBbnIvqzwPPtXSCy1PqDeC4lPKFOrs+BdweViuAT+q03+7y0poGlLqmu74E5gsherkW1OcDX7r2lQshprmudXudvjoV33zzDevWrWPdunWsX7++XbxfYmJiGDlyBHvzTa0f7Ac1djhSZGLm5bMCnhk3LCyMq6+62hkzYm3lYAfoz+mZPn06sbGxAbWrs5GXl4cMiYQ6fy8ZEk5RYUGncT/tyHjWPJrw43ALS2dYF/EqgZGU0p/prJnAcuCIECLV1fYY8AfgQyHEXcA54EbXvs+Ba4B0nMknfuS6dpEQ4ilgr+u430op3RMVPwbeBszAf12vTkVmZiaPP/54vbYjR47y9NNPBd2Wq666mldfPUFOpY4+4VrlVXdyIN+IxS6ZM8fvmVGfWLx4MZ9//jkiSyAHtbA4kguyWrJ48eKg2NWZyMnNxRYSTkjmTgAsSdORpgiklOTn53f7Witt5ezZswi98CRdrEePS8dMnDgxqHb5itdZ8IQQi3GORkLdbVLK3zZ3vJRyO02vWwBc3cTxEri/mb7eBN5son0fELhV2iDw/vvvg9BRlbwMaQwl5Pw+tm3byrlz5xgwYEBQbbn66qt57U9/YltOCDddpk3RKDfbckz0joslOTlZ036bY8yYMfRL7Ed2Zjb2Qc2v2egydPSI6sG0adOCYldnIjc3DxmWiK7yUo599/pIXl6eEpE2cjbjrFMsBIhU563Sk5YnFIRJcPbs2fYz0Eu8jRP5M3Az8FOcwnAjkBRAu7oFJ0+e5Msvv8QaPwoZ2gP0IVj6pYDewCuvvhr0HEWxsbFMnTqVrblmT7ZdLbhYreNooZFrFl8btIVrIQQLFyx0Rq9XNXOQBXQ5OhbMW6BpVuGuQFVVFZUV5UhT/cdkt7uv8tBqO2fPnsXuckoRJQJRUueZWzgz+mZmZraTdd7j9ZqIlPJ2oFhK+RtgOvUXuxU+Ultby+9+93swmp3C4cZopqbvBHbt3MmXX34ZdLuuv+EGSmpgf752wYCbskwIIYI+ZTRv3jwAxLmmB8QiWyAdUkWoN4F7Xc4dre7GLSqdrYRrR6O2tpaC/AJP1t6mcEQ4yDzXdUTE7X5TJYToi3O5clBgTOr6SCl5/vnnOXv2DNWDrgBD/cVsW8JoHD368NzzzwfdzW/q1Kn0TYjni/PapGqvscPmHDNXzLoi6PU5+vbty7Dhw9BlN/01F1mC+IR4RowYEVS7OgNukfDEiLjRGRAhYSr1SRvxFJ1qaj3ETSSUlpRSVdXcULpj4K2I/EcIEQWsBQ4AGcC6QBnV1Xnrrbf44osvsPRLwR7VxIBO6KgZMgcrRh56+BEuXAie57Jer2fZTTeTVqInraTtEexbL5iotEhuuulmDazznTmz5zjjRRr+H1pBd1HHnNlzun0d9aa4FK3e+FHZERKuprPaiPt/WkY0P2Xt3hfM/39/8DYB41NSyhIp5cc410JGSCkfb+08RX2klLzzzju8/fbbWOOGYe3XfKiNDAmjcth8Ssor+OmqVUEtl3nNNdcQGRHOfzKbH42440Rawu6A/54PY/SoUYwdO1ZrM73i8ssvB2hcOjcXpEN69ivqk5eX56oh0vg7YDeGcyEnpx2s6jp4pgPDWjjItS+ng/+uWxQRIcTShi9gMXC1a1vhJXa7nZdffpk33ngDa+xQLIMur+d/3xQyLJqq4YsoKC7jxz/5CadOnQqKrWFhYXx/2Y3szzeSVdH0V2T58OpWgwx35oWQXwU/XL48EGZ6xYABA4hPiG8kIiJXEBYexujRo9vJso5NXl4ewhThrGrYAGmK4OLFi6o4VRvIy8tzuve2FJblEpGOPnXY2kjkuhZe1wbWtK5DZWUlj/3qV3z88cdYE8ZgGTyryX/OpnCEx1I5YjElVVbuv/8Btm3bFmBrnXz/+98n1GTi04zQ1g9uAoeETzPDGDxoINOnT9fWOB8QQjB1ylR0BTpwe5xJ0OfrmTxpMnq9KtrZFLm5udiM4U3uc4REYKmtpbS0hVrEihYpKChAhInmgyDAKTA657EdmRbvZFLKH7XwujNYRnZmzp07x7333sfOnTupTZqBJWlaqyOQhsiwXlSNWkKNsQe/+tWvePPNN3E4tA0GbEjPnj25/oYb2JVnIrfKd7fcfReNXKgQLL99Rbvno0pJSUFaJbgzSFSBrJQBz+HVmcnJzfW48zZEpYRvO4WFhThMrfwPC9CZdRQVeZsErn3w+r9bCLFYCPGIEOIJ9yuQhnUFtmzZwt333MP53ItUD1+ELcH/6sIyJIyqkddgjR3K22+/zcOPPBLwvDo333wzeoOB//g4GpESPslwppefPXt2YIzzAXeAoygQ9X4GK/Cxs2Gz2SgqLMTR0DPLhSpO1XaKiouQptanAx0hDoqLi4Ngkf+oYMMAYLVaeemll3jiiSeoNkRSOep6HD37tr1jnQHL4FnUDpzJvn37+dGdd3L06NG299sMsbGxLF58LdtyTRTWeD96OlRoILNcxw+X394hpovi4uKIiY25lNW3CEyhJgYNUl7qTVFYWIjD4UCamg5icKhYkTZTWlaKDGldRGSI7PBJGFWwocbk5ubyk/vvd61/jKZqxOJGUb9tQghs8SOpGnUdhRUWHvjpT/nwww8Dtsh52223gdDx30zvRyOfZoTROy6W+fPnB8Qmfxg5YiT6Uqeg6Up0DB06tEMIXEekYTGqRhhCEXqDms5qA5UVlRDS+nHSKCkt79hrT96KiDuRkjvY0IYKNmzE3r17ufPOuziVfoaaoVdjSZoOusDcqBzhsVSOvh5Lj0ReeeUV1qxZE5CgpISEBK6+ei6bc8xUWFsfjaSV6DlVoueWW2/rUKlELrvsMmS5BDuIMsFlQy5rb5M6LO4RhqO5hx8hkKZIJSJ+YrFYsFlt9asZNocRqiq7RrDhvxsEG54FPgiYVZ0MKSXr16/noYceosJhpHL09dijg6CxBhO1Q+di6T+FLd98w7333ReQwKRbb72VWptkU1braeI/zwwlMiK8w2XFTUpKcpYsywdpkc73iiZpdSQC2Izhqq6In3ge9rx5xjJCdbV39XraC29F5ARgdwUbvgrsAv4VMKs6EXa7nRdeeIFXX30Va1QSlaOuQ4Y2USAgUAiBtW8y1cMXci47h5X33seJEyc0vcSQIUOYOHECX2e3nJgxv1rH/oIQllx/A2azNmlTtCIx0Vm/zB0vEuwMyZ2J3NxcRIgZ9M3f5aQpghy1JuIXtbW1zg1vRMQAllpLh47J8VZEHpdSlgshLgfm4azh8VrArOok2Gw2nnrqKT755BMsfZKpHXo16P1LXBiSudNTt8EfHD37UTnyOspq7fx01SoOHTrkd19NsWzZjRTVOOuCNMfGLBMguOGGGzS9thb07et0bBC5ot57RWPy8vIaJV5siAyJoLyslJoabUsGdAc8vzNvZrpdx1gsloDZ01a8FRF3fovFwJ+llJ/g1bJQ10VKybPPPsumTZuw9J+MdcAUn+M/6qKrLKxXt8Evm8xRVI28llpdKA8/8ggnT55sU391mTZtGr3jYtmU3fQCu80BW3NDmTFzRtATLXpDZGQkPaN6IioEISEhxMXFtbdJHZbsCxewtyIiykPLf9wjEal3ji5EqnDGMJWAbovOU1sE8Nyhu4KIZAsh/he4CfhcCGHy4dwuybp16zxJFK19x7Wpr5DMneiqCtFVFRL63X/aNCKRIeFUDV9EjTTwP48+qpmPuV6v55rF13KsyEBBE+6+hwqMlNXC4sUdN5HB//75f3nppZd46623CAnp1s9AzSKl5GLexRbXQwCP+68SEd+xWl01m113UFEiEFbXK79BXRHXSMQzBdYB8VYIbsJZ63yhlLIEiAYeDphVHZzTp0/zv6+/jq3XwBaTKHqLrrIQYbci7Fb05bltH5GEhFN92VyKi0t47rnn2myfm4ULFyKBnbmNb8A7ckOI6tmDqVOnanY9renbty8pKSn076+805ujqKgIq9XSvGeWC1VXxH88IuLNdJbrDt2Ra9p7m8W3Skr5Dyllmut9jpRyQ2BN67j8f6+8gtSHUDu49SSK7YUjPIbafhPYtm0bBw8e1KTPvn37MnLEcHZfrD+lVWOH1EITs+dc1aHcehW+c6mOSAvVkgBpDAOdvsNnmO2INByJtIiuwTkdkG49JeUPp0+f5sD+/dTGjwWDf8kJg4U1YTQiJIz1H36oWZ+zrpxNRpmu3pTW0UIjFrvkyiuv1Ow6ivbhUoxIyyKCEAhThBqJ+IFnVOGDiHT6kYjiEu4suta4oe1siRfoDFiiB7N7927NvGhmzpwJwOGCS15aqQVGwsxmxo1r29qQov1xjyy8ybJgM0Z0+IJJHRGPIHgxiSF1zsV3NRLpQpw4cQLCeoGxY8VBNIc9sg92m40zZ85o0l9SUhJxsTEcLbokIsdKTEyYOFFNZXUBcnJyXDEirbuqO0IjuXBBTWf5isfTSo1EuicFBYXN1lnoiLjTdmtVk0AIwYSJkzhZGoKUUFgjyK9CpVXvIuTm5rYaI+JGhkRQXl7W4SOqOxr+LKx3BRdfhQuHdHTYxfSm0d7WMWPGUFrrjFBPK3WOPtqr/K1CWy7k5LQaI+LG7cGlcmj5hk8L610o2FDhIqpnT3S2zhOlK6zOp8QePXpo1ueIESMAOFuuJ6PMgEGvZ8iQIZr1r2gfmooRaSmGSbn5+ocn5qObRawrXCQmJqKvKXVWXtIKuwWz2cyyZcucOafs2n1hRI0zjbQ7d5QWDBw4EJ1Ox7kKPecq9CQlJWE0+pfuRdFxKCkpaRQj0lIMk9sNWI1EfMOn3FldKNhQ4WL48OFIm8Vzc9YCYbOwePFiVq1axeLFixE27UREX3GRnlFRxMTEaNanyWSib0I8Fyr0XKg2MmjwYM36VrQf3mTvrYs0mkHolIj4iGcNyZu7r6HBOR0Q5U7jI+6SqvqyC9jMUZr0KQ0hfPbZZwB89tlnSINGnl9SYqzIZcKMKQiN13H6Jw0k4/AFCqu0HeUo2g+PiDRTFrcRQocwhSsR8ZGqqiqEUXi3XGm4dE5HRY1EfCQxMZH4+AT0JVnadaoPobq6mo8++sj5xKHXJq+TqC5C1lYyefJkTfqrS58+fcipFEjXtqLzk5+fD+C1dxaA3RjmOU/hHR4R8QaXiFRWVgbOoDaiRMRHhBBcfvlMjGUXwN5xA4AADMXnEEIwbdo0zfvu3bt3k9uKzkt+fr6zEqeh9eJjbhzGcHLzLgbQqq5HRUUF0ujlmqoOhFFQUVERWKPagJrO8oNZs2bx8ccfoy85hz2m43olhRSfZdTo0cTGxmre99y5cykqKsJkMin33i5CYWEhIiTMJxd2GRJGcZGKWveF0rJSHMYWqrs1QIQIysvLA2hR2wjYSEQI8aYQ4qIQ4midtieFENlCiFTX65o6+1YLIdKFECeFEAvqtC90taULIR6t0z5ICLFbCJEmhFgvhAhabu/k5GR69YrGUKhNFHggEFXFUFnE1VddFZD+e/fuzQMPPMA999yj0qp3EQoLC7H7uB4njWZqa2s69Jx9R6OkpAS8H+whQySlpdo58mhNIKez3gYWNtH+opRyvOv1OYAQYhRwCzDadc6fhBB6IYQeZzneRcAo4FbXsQB/dPU1FCgG7grgZ6mHXq9n3ry5GErPg7VjxowYCtLQ6XRcFSARUXQ9CguLcPiYzke6jteqbk13oKS0BBnifYiAI8RBcUnH/f0GTESklFuBIi8Pvx5YJ6WslVKeBdKBKa5XupTyjJTSAqwDrhdOV6OrgI9c578DBLUm66JFi8DhwFCQFszLeofDgakwnWnTphEdHd3e1ig6CcUlJUgfM1N3RBGpra0lMzOTzMzMDpeq3uFwUF5a7ttIxCQpKvL2Vhp82mNh/QEhxGHXdFcvV1s/4HydY7Jcbc21xwAlUkpbg/YmEUKsFELsE0Ls08qTZMiQIYwcOQpT/kltAw81QF+cgbRUcf3117e3KYpOgpSSivJy30XEtQhfVlYWCLN8RkrJY6tXs3z5cpYvX87NN9/Mli1b2tssD2VlZTgcDvDl1xzqFGnZwe4zboItIq8BQ4DxQA7wvKu9qZU86Ud7k0gpX5dSTpJSTtKytvayZd+H6hL0Jec067PNSIkp9ygJCX2YMmVKe1uj6CRUV1djt9vA4Nv6lltEOsrC71dffcXeffuYHm/hx6Mr6Rkiefml/9dhRK6w0BnxL0N9EIRQsFqsHXbdKagiIqXMk1LapZQO4C84p6vAOZKoW7M0EbjQQnsBECWEMDRoDypz5swhrnc8pguH2jQacYTHIPVGpN6IPTIBR7j/0eW6sguIiovcdtut6PXeJOdRKPC4kEof3HsBpCumqSO4oB45coS1z/6R4b3s/HhMJTP7WPjl+HJKiov49a8e6xCpQ9wigi9LT65Ri1aZuLUmqCIihKgblfY9wO259SlwixDCJIQYBAwF9gB7gaEuT6wQnIvvn0rnuG4zsMx1/grgk2B8hroYDAbuWHE7ouIi+uJMv/uxJE3HERaDIyyGmlHXYkma7l9HUhKatY+Y2Fjnmo1C4SXup1ypa5ADrbW8bi4Rae9guL179/LQL39BlNHCqjHl6FxzFYN72Fk5qoJDhw7z8EO/bPcRiUdEfJjOkmZZ/9wORiBdfD8AdgLDhRBZQoi7gGeFEEeEEIeBOcDPAaSUx4APge+AL4D7XSMWG/AA8CVwHPjQdSzA/wC/EEKk41wjeSNQn6UlFi1aRP8BAwjN2gOO9i0cYyhIQ1Tks/KeezCZfHuiVHRvPLmZ9PVDx1rN6yZ0IHSaVc70FYfDwfvvv8/DDz1ErLGaX08opaep/qzAjAQrPx5TwZEjh1l5912cPHmyXWyFOqMJH9dEoOOKSMCCDaWUtzbR3OyNXkr5DPBME+2fA5830X6GS9Nh7YbBYODnP/sZv/jFLzBmH8TaX/sUI15hrSb0/B5GjBzFggULWj9eoaiDe6pH6urfElrN6yYEQm9ol6miCxcu8Mc//IGDqalMjbdw98hKzM3c0WYkWIkLLeP/Owo/vu8+fnTnndx6661Br8ZZUFCALkSH3WC/1GgFs9nM4sWL+eyzz6iyNlj7MF86tyOi0p5owKRJk1i4cCEhOYfRlbdDMjopMZ3djk7aePTR/0GnU39WhW9cKpTUYB3Nm7xuOn1Qa4DbbDY+/PBD7lhxOyeOHuLukZU8MKZ5AXEzNMrOM1NKmBhbzV/+8hfuXXlP0EclBQUFjddDrNQb7dHwV2kAYRDdbyTS3Vi1ahUHDh7k4pktVI66Hoy+uUq2BUPeMQzFmdx3//0MGjQoaNdVdB08NbyFHw8gQhe0GuAnT55k7bN/5FRaOuNjrfxoRCUxPng6RYZIfjq2kmnxFt45dZp7V65k6fe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"metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>total_bill</th>\n", " <th>tip</th>\n", " <th>sex</th>\n", " <th>smoker</th>\n", " <th>day</th>\n", " <th>time</th>\n", " <th>size</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>16.99</td>\n", " <td>1.01</td>\n", " <td>Female</td>\n", " <td>No</td>\n", " <td>Sun</td>\n", " <td>Dinner</td>\n", " <td>2</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>10.34</td>\n", " <td>1.66</td>\n", " <td>Male</td>\n", " <td>No</td>\n", " <td>Sun</td>\n", " <td>Dinner</td>\n", " <td>3</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>21.01</td>\n", " <td>3.50</td>\n", " <td>Male</td>\n", " <td>No</td>\n", " <td>Sun</td>\n", " <td>Dinner</td>\n", " <td>3</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>23.68</td>\n", " <td>3.31</td>\n", " <td>Male</td>\n", " <td>No</td>\n", " <td>Sun</td>\n", " <td>Dinner</td>\n", " <td>2</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>24.59</td>\n", " <td>3.61</td>\n", " <td>Female</td>\n", " <td>No</td>\n", " <td>Sun</td>\n", " <td>Dinner</td>\n", " <td>4</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " total_bill tip sex smoker day time size\n", "0 16.99 1.01 Female No Sun Dinner 2\n", "1 10.34 1.66 Male No Sun Dinner 3\n", "2 21.01 3.50 Male No Sun Dinner 3\n", "3 23.68 3.31 Male No Sun Dinner 2\n", "4 24.59 3.61 Female No Sun Dinner 4" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tips = sns.load_dataset(\"tips\")\n", "tips.head()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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xlink:href=\"#DejaVuSans-105\"/>\r\n", " <use x=\"104.785156\" xlink:href=\"#DejaVuSans-110\"/>\r\n", " <use x=\"168.164062\" xlink:href=\"#DejaVuSans-110\"/>\r\n", " <use x=\"231.542969\" xlink:href=\"#DejaVuSans-101\"/>\r\n", " <use x=\"293.066406\" xlink:href=\"#DejaVuSans-114\"/>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " </g>\r\n", " <defs>\r\n", " <clipPath id=\"pea1ec59f6e\">\r\n", " <rect height=\"217.44\" width=\"334.8\" x=\"40.88125\" y=\"7.2\"/>\r\n", " </clipPath>\r\n", " </defs>\r\n", "</svg>\r\n" ], "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Group by day and color by time (lunch vs dinner)\n", "\n", "ax = sns.violinplot(x=\"day\", y=\"total_bill\", hue=\"time\", data=tips, palette=\"muted\", split=True)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Pairwise scatter plots" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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