{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "![](https://raw.githubusercontent.com/rafneta/CienciaDatosPythonCIDE/master/imagenes/banner.png)\n", "\n", "```{contents}\n", ":depth: 4\n", "```\n", "\n", "# Visualización de datos\n", "\n", "## ¿Cómo y qué es?\n", "\n", "A través de la visualización de datos podemos mostrar patrones, trends y correlaciones en los datos en un contexto visual.\n", "\n", "Ventajas:\n", "\n", "* intuitiva\n", "* inmediata\n", "* pegajosa\n", "\n", "Desventaja:\n", "\n", "* puede ser engañosa\n", "* tenemos a lo muchos 3 dimensiones\n", "\n", "Hay diferentes librearias que podemos utilizar para realizar nuestra graficas y pueden ser de más alto o bajo nivel. La más populares son:\n", "\n", "* Matplotlib: bajo nivel, alta personalización\n", "* Pandas visualización: contruida sobre Matplotlib, interfáz facil\n", "* Seaborn: interfaz de alto nivel, bonitos estilos de default\n", "* ggplot: basado en ggplo2 de R\n", "* Plotly: crea graficas interactivas" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import seaborn as sns\n", "from matplotlib import pyplot as plt\n", "from sklearn import datasets" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Importamos los datos:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal_lengthsepal_widthpetal_lengthpetal_widthclass
05.13.51.40.2setosa
14.93.01.40.2setosa
24.73.21.30.2setosa
34.63.11.50.2setosa
45.03.61.40.2setosa
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" ], "text/plain": [ " sepal_length sepal_width petal_length petal_width class\n", "0 5.1 3.5 1.4 0.2 setosa\n", "1 4.9 3.0 1.4 0.2 setosa\n", "2 4.7 3.2 1.3 0.2 setosa\n", "3 4.6 3.1 1.5 0.2 setosa\n", "4 5.0 3.6 1.4 0.2 setosa" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "iris = pd.read_csv('iris.csv', names=['sepal_length', 'sepal_width', 'petal_length', 'petal_width', 'class'],index_col=False)\n", "iris.head()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal_lengthsepal_widthpetal_lengthpetal_widthclass
05.13.51.40.2setosa
14.93.01.40.2setosa
24.73.21.30.2setosa
34.63.11.50.2setosa
45.03.61.40.2setosa
\n", "
" ], "text/plain": [ " sepal_length sepal_width petal_length petal_width class\n", "0 5.1 3.5 1.4 0.2 setosa\n", "1 4.9 3.0 1.4 0.2 setosa\n", "2 4.7 3.2 1.3 0.2 setosa\n", "3 4.6 3.1 1.5 0.2 setosa\n", "4 5.0 3.6 1.4 0.2 setosa" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "iris.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Importamos la segunda base:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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countrydescriptiondesignationpointspriceprovinceregion_1region_2taster_nametaster_twitter_handletitlevarietywinery
0ItalyAromas include tropical fruit, broom, brimston...Vulkà Bianco87NaNSicily & SardiniaEtnaNaNKerin O’Keefe@kerinokeefeNicosia 2013 Vulkà Bianco (Etna)White BlendNicosia
1PortugalThis is ripe and fruity, a wine that is smooth...Avidagos8715.0DouroNaNNaNRoger Voss@vossrogerQuinta dos Avidagos 2011 Avidagos Red (Douro)Portuguese RedQuinta dos Avidagos
2USTart and snappy, the flavors of lime flesh and...NaN8714.0OregonWillamette ValleyWillamette ValleyPaul Gregutt@paulgwineRainstorm 2013 Pinot Gris (Willamette Valley)Pinot GrisRainstorm
3USPineapple rind, lemon pith and orange blossom ...Reserve Late Harvest8713.0MichiganLake Michigan ShoreNaNAlexander PeartreeNaNSt. Julian 2013 Reserve Late Harvest Riesling ...RieslingSt. Julian
4USMuch like the regular bottling from 2012, this...Vintner's Reserve Wild Child Block8765.0OregonWillamette ValleyWillamette ValleyPaul Gregutt@paulgwineSweet Cheeks 2012 Vintner's Reserve Wild Child...Pinot NoirSweet Cheeks
\n", "
" ], "text/plain": [ " country description \\\n", "0 Italy Aromas include tropical fruit, broom, brimston... \n", "1 Portugal This is ripe and fruity, a wine that is smooth... \n", "2 US Tart and snappy, the flavors of lime flesh and... \n", "3 US Pineapple rind, lemon pith and orange blossom ... \n", "4 US Much like the regular bottling from 2012, this... \n", "\n", " designation points price province \\\n", "0 Vulkà Bianco 87 NaN Sicily & Sardinia \n", "1 Avidagos 87 15.0 Douro \n", "2 NaN 87 14.0 Oregon \n", "3 Reserve Late Harvest 87 13.0 Michigan \n", "4 Vintner's Reserve Wild Child Block 87 65.0 Oregon \n", "\n", " region_1 region_2 taster_name \\\n", "0 Etna NaN Kerin O’Keefe \n", "1 NaN NaN Roger Voss \n", "2 Willamette Valley Willamette Valley Paul Gregutt \n", "3 Lake Michigan Shore NaN Alexander Peartree \n", "4 Willamette Valley Willamette Valley Paul Gregutt \n", "\n", " taster_twitter_handle title \\\n", "0 @kerinokeefe Nicosia 2013 Vulkà Bianco (Etna) \n", "1 @vossroger Quinta dos Avidagos 2011 Avidagos Red (Douro) \n", "2 @paulgwine  Rainstorm 2013 Pinot Gris (Willamette Valley) \n", "3 NaN St. Julian 2013 Reserve Late Harvest Riesling ... \n", "4 @paulgwine  Sweet Cheeks 2012 Vintner's Reserve Wild Child... \n", "\n", " variety winery \n", "0 White Blend Nicosia \n", "1 Portuguese Red Quinta dos Avidagos \n", "2 Pinot Gris Rainstorm \n", "3 Riesling St. Julian \n", "4 Pinot Noir Sweet Cheeks " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wine_reviews = pd.read_csv('winemag-data-130k-v2.csv', index_col=0)\n", "wine_reviews.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Matplotlib\n", "\n", "Matplotlib es una de la librerias más famosas. es de bajo nivel, esto implica que tendremos que escribir más pero podremos personalizar más nuestras graficas. Es particularmente utíl cuando queremos:\n", "\n", "* grafico de lineas\n", "* de barras\n", "* histogramas\n", "\n", "### Scatter Plot\n", "\n", "Podemos crear directo el scatter o podemos crear una figura caracterizandola y personalizando los ejes con plt.subplots():" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# creamos la figura y los ejes\n", "plt.scatter(iris['sepal_length'], iris['sepal_width'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ahora vamos a añadir unos detalles al plot para hacerlo mas comprensible:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Ancho Petalo')" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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M/g9wAdkD6t4NnAUcWkVQNnHd6tVdz15PdejNqEMM1j9t+wwk3ZqPXzz6enFEvKGqwNpxn4GZWe8m02ewkaRZwOgFw6ljX0fE4nRh9l8Vz6yvqobbfQS9acrxSjFORQop+liqGiPCiuv0yeC6Dj8XEbFfOSF1VsYng9bae8iuo889dNcJP7O+dR2tNdyjPvCm7ZMmhBT7Mkyacry6nT9V7Ue37RSJo4r/b7aubp8M2t5Ajoi3dfjqSyIoSxXPrK+qhtt9BL1pyvFKMU5FCin6WKoaI8J6U6TPYOBV8cz6qmq43UfQm6YcrxTjVKSQoo+lqjEirDdOBlTzzPqqnvHv5+L3pinHK8U4FSl0205VYzc05ffWJE4GVPPM+qpquN1H0JumHK8U41SkkKKPpaoxIqw3RR5Uh6Q5wL75y59FxI/KC6l6VTyzvqoabvcR9KYpxyvFOBUppOhjqWqMCOtN1/EMJM0F9gQuyicdCfwyIj5fcmzjcp+BmVnvJj2eAfAuYPeIeD5f4fnAEqAvyaDOqqidPurcm7npnhcGmtvnVVtw0TF7J9sHq68q6upTnF8+R5up6D2DaWO+37yEOBpvtO552cpVBC+MEzB/ybJk62j9TwZw0z2PcNS5NyfcE6ujFOdXNynOL5+jzVUkGcwFlkj6Vv6pYBHwT+WG1TxV1E63/icb1W66DY4q6upTnF8+R5uryCOsL5Z0PfDGfNJnI+L3pUbVQK6dtjL53LCyFb1MtB7wR2AlsLOkfTsvPnxcO21l8rlhZeuaDCSdBtwE/A/gpPzr0yXH1ThV1E7v86otxv25dtNtcFRRV5/i/PI52lxFSkvvAnaLiGerCamzOpeWuprIyuRqIpuMbqWlRZLBlcB7I+LJ1MFNRJ2TgZlZXU24z0DSWUAATwO3Svp3YO2ng4j4eJcNb0Q2StqG+XYujYgvtiyzIdloansAK4DDI+K+LvtkZmaJdaomGv3zexGwYALrfhbYLyKelLQBcKOkKyPiljHLfBR4NCJ2lHQEcBpw+AS21VFVg22kkGIAkzrsS4oYigwGVMV2imyjqoGLOilyeSbFAExVnF+DdJ7XIc4iilwm2gR4JiLW5K+nABtGxNOFNyJtDNwIHBcRC8dMvxr4UkTcLGl94PfA9OgQVK+XiaoabCOFFAOY1GFfUsRQZDCgKrZTZBtVDVzUyXjNXvDihJBiAKYqzq9BOs/rEOeoCQ9uM8a/A2Pr16YCPy248SmSbgUeBq4ZmwhyM4AHASJiNfAY8PIi6y6qqsE2UkgxgEkd9iVFDEUGA6piO0W2UdXARZ0UafZKMQBTFefXIJ3ndYizqCLJYKOxN4/z7zcusvKIWBMRuwPbAntKet1EgpR0rKQRSSPLly/v6WerGmwjhRQDmNRhX1LEUGQwoCq2U2QbVQ1cNFkpBmCq4vwapPO8DnEWVSQZPCXpDaMvJO0B9LQnEbESuA54Z8usZcB2+XrXJ3vu0Ypxfn5eRMyOiNnTp0/vZdOVDbaRQooBTOqwLyliKDIYUBXbKbKNqgYumqwUAzBVcX4N0nlehziLKpIMPgl8X9INkm4ELgGO7/ZDkqZLmpZ/PxU4ALizZbEFwIfz7w8Dru10v2AiqhpsI4UUA5jUYV9SxFBkMKAqtlNkG1UNXNRJkWavFAMwVXF+DdJ5Xoc4iyrybKJfSno1MBr9XRHxXIF1bw2cn99wXg/4XkT8WNKpwEhELAC+AXxb0t3AI8ARE9qLDqoabCOFFAOY1GFfUsRQZDCgKrZTZBtVDVzUyUXH7N21mijFAExVnF+DdJ7XIc6iulYTAUh6MzCTMckjIi4oL6z23HRmZta7SQ9uI+nbwKuAW4HR2+JB1iw2MJpSCzxM6lLDnSKOqtaRYl8GxTDtawpFRjqbDbwm9bX8OmmtBR4dOATwydMnRX4nVfzeUsRR1TpS7MugGKZ9TaXIDeTbgVeWHUg/NakWeFjUpYY7RRxVrSPFvgyKYdrXVIp8MtgS+LWkX/DiZxPNKS2qijWpFnhY1KWGO0UcVa2jm2E6z4dpX1Mpkgy+VHYQ/bbNtKksG+ckqWMt8LAo8jup4veWIo6q1tHNMJ3nw7SvqXS9TBQRPxv7RXYT+X3lh1adJtUCD4u61HCniKOqdaTYl0ExTPuaSpFPBkiaBbwfeC9wL3BZmUFVrUm1wMOiLjXcKeKoah0p9mVQDNO+ptK2z0DSzsCR+dcfyTqPPx0RO1QX3rrcZ2Bm1rvJ9BncCdwAHBQRd+crOyFxfGZtpRhHoKpa8yrGoajLvg5S/X5d+lTqoFMyOJTs8RDXSboK+C5Qrydv2cAqUife+vz9NRFrX483FkFZteYp4ui2TF32dZDq9+vSp1IXbW8gR8T8iDgCeDXZE0c/CbxC0jmS3l5RfDakUowjUFWteRXjUNRlXwepfr8ufSp1UaSa6KmI+E5EvJtsXIIlwGdLj8yGWopxBKqqNa9iHIq67Osg1e/XpU+lLop0IK8VEY/mYwvsX1ZAZpBmHIGqniVfxTgUddnXJj2fv5u6jM1QFz0lA7OqpBhHoKpa8yrGoajLvg5S/X5d+lTqolCfgVnVUowjUFWteRXjUNRlXwepfr8ufSp1UWg8gzpxn4GZWe8mPZ6BDac61EaniOGAM67nvx5+au3rnV6xCdec+NbK40ixnTr8Tmxw+Z6BrWO0NnrZylUEL9RGz1+yrFExtCYCgP96+CkOOOP6SuNIsZ06/E5ssDkZ2DrqUBudIobWRNBtellxpNhOHX4nNticDGwddaiNrkMMVcZRxXgGZp04Gdg66lAbXYcYqoyj23bqcjxscDkZ2DrqUBudIoadXrFJT9PLiiPFdurwO7HB5mRg6zhk1gzmHrorM6ZNRcCMaVOZe+iulVaupIjhmhPfus4bf6/VRFUdi27bqcPvxAab+wzMzIaA+wystlLUzdelNt89ANZOU84NJwPrixTPee+2Dj/j3/qtSeeG7xlYX6Som69Lbb57AKydJp0bTgbWFynq5utSm+8eAGunSeeGk4H1RYq6+brU5rsHwNpp0rnhZGB9kaJuvi61+e4BsHaadG74BrL1RYrnvHdbh5/xb/3WpHPDfQZmZkOgW5+BLxOZmVl5l4kkbQdcAGwFBDAvIr7SssxbgR8C9+aTLo+IU8uKaRBU0ahVlRQNY3XZlxROmb+07bCWVRmk42m9KfOewWrgUxGxWNKmwCJJ10TEr1uWuyEiDioxjoFRRaNWVVI0jNVlX1I4Zf5SLrzlgbWv10SsfV1VQhik42m9K+0yUUQ8FBGL8++fAO4AfEZNQhWNWlVJ0TBWl31J4eKFD/Y0vQyDdDytd5XcM5A0E5gFLBxn9t6SfiXpSkmvbfPzx0oakTSyfPnyMkOttSoataqSomGsLvuSwpo2hRztppdhkI6n9a70ZCDppcBlwCcj4vGW2YuBHSLi9cBZwPzx1hER8yJidkTMnj59eqnx1lkVjVpVSdEwVpd9SWGK1NP0MgzS8bTelZoMJG1AlgguiojLW+dHxOMR8WT+/RXABpK2LDOmJquiUasqKRrG6rIvKRy513Y9TS/DIB1P612Z1UQCvgHcERFntFnmlcAfIiIk7UmWnFaUFVPTVdGoVZUUDWN12ZcURm8S97OaaJCOp/WutKYzSW8BbgCWAs/nkz8PbA8QEV+TdDxwHFnl0SrgxIj4j07rddOZmVnv+ja4TUTcCHS84BkRZwNnlxXDIBqkOvA61NWbWcbPJmqQQaoDr0NdvZm9wI+jaJBBqgOvQ129mb3AyaBBBqkOvA519Wb2AieDBhmkOvA61NWb2QucDBpkkOrA61BXb2Yv8A3kBhmkOvA61NWb2Qs8uI2Z2RDoW5/BoGlSfX9TYm1KnFXx8bB+cjIooEn1/U2JtSlxVsXHw/rNN5ALaFJ9f1NibUqcVfHxsH5zMiigSfX9TYm1KXFWxcfD+s3JoIAm1fc3JdamxFkVHw/rNyeDAppU39+UWJsSZ1V8PKzffAO5gCbV9zcl1qbEWRUfD+s39xmYmQ0B9xmYTVKKcRfcQ2B152Rg1kGKcRfcQ2BN4BvIZh2kGHfBPQTWBE4GZh2kGHfBPQTWBE4GZh2kGHfBPQTWBE4GZh2kGHfBPQTWBL6BbNZBinEX3ENgTeA+AzOzIdCtz8CXiczMzMnAzMycDMzMDCcDMzPDycDMzHAyMDMznAzMzAwnAzMzw8nAzMwo8XEUkrYDLgC2AgKYFxFfaVlGwFeAvwKeBo6OiMVlxTQsPJCKmfWqzGcTrQY+FRGLJW0KLJJ0TUT8eswyBwI75V97Aefk/9oEeSAVM5uI0i4TRcRDo3/lR8QTwB1A67vRwcAFkbkFmCZp67JiGgYeSMXMJqKSewaSZgKzgIUts2YAY4eM+i3rJgwkHStpRNLI8uXLS4tzEHggFTObiNKTgaSXApcBn4yIxyeyjoiYFxGzI2L29OnT0wY4YDyQiplNRKnJQNIGZIngooi4fJxFlgFjRwnZNp9mE+SBVMxsIkpLBnml0DeAOyLijDaLLQA+pMybgMci4qGyYhoGh8yawdxDd2XGtKkImDFtKnMP3dU3j82sozKrifYBPggslXRrPu3zwPYAEfE14AqystK7yUpLP1JiPEPjkFkz/OZvZj0pLRlExI1Ax1HDIxtm7WNlxWBmZsW4A9nMzJwMzMzMycDMzHAyMDMzQNk93OaQtBy4v48hbAn8sY/b70VTYnWcaTUlTmhOrIMQ5w4R0bZrt3HJoN8kjUTE7H7HUURTYnWcaTUlTmhOrMMQpy8TmZmZk4GZmTkZTMS8fgfQg6bE6jjTakqc0JxYBz5O3zMwMzN/MjAzMycDMzPDyaAjSVMkLZH043HmHS1puaRb86+/7VOM90lamscwMs58SfqqpLsl3SbpDf2IM4+lW6xvlfTYmGP6hT7FOU3SpZLulHSHpL1b5tfimBaIsy7Hc5cxMdwq6XFJn2xZpu/HtGCcdTmmJ0j6T0m3S7pY0kYt8zeUdEl+PBfmo012VOYjrAfBJ8jGbt6szfxLIuL4CuNp520R0a7R5EBgp/xrL+Cc/N9+6RQrwA0RcVBl0YzvK8BVEXGYpJcAG7fMr8sx7RYn1OB4RsRdwO6Q/YFFNoDVD1oW6/sxLRgn9PmYSpoBfBx4TUSskvQ94AjgW2MW+yjwaETsKOkI4DTg8E7r9SeDNiRtC7wLOK/fsUzSwcAFkbkFmCZp634HVVeSNgf2JRuYiYj4U0SsbFms78e0YJx1tD9wT0S0PkWg78e0Rbs462J9YKqk9cn+CPhdy/yDgfPz7y8F9s8HHGvLyaC9M4HPAM93WOY9+UfaSyVt12G5MgXwE0mLJB07zvwZwINjXv82n9YP3WIF2FvSryRdKem1VQaX+zNgOfDN/BLheZI2aVmmDse0SJzQ/+PZ6gjg4nGm1+GYjtUuTujzMY2IZcA/Aw8AD5GNEPmTlsXWHs+IWA08Bry803qdDMYh6SDg4YhY1GGxHwEzI2I34BpeyMJVe0tEvIHsY/bHJO3bpziK6BbrYrLnp7weOAuYX3F8kP3F9QbgnIiYBTwFfK4PcXRTJM46HM+18ktZc4Dv9zOObrrE2fdjKullZH/5/xmwDbCJpA9Mdr1OBuPbB5gj6T7gu8B+ki4cu0BErIiIZ/OX5wF7VBvi2jiW5f8+THZ9c8+WRZYBYz+1bJtPq1y3WCPi8Yh4Mv/+CmADSVtWHOZvgd9GxML89aVkb7pj1eGYdo2zJsdzrAOBxRHxh3Hm1eGYjmobZ02O6V8C90bE8oh4DrgceHPLMmuPZ34paXNgRaeVOhmMIyJOjohtI2Im2cfFayPiRZm35XrmHLIbzZWStImkTUe/B94O3N6y2ALgQ3m1xpvIPlI+VHGohWKV9MrR65qS9iQ7PzuewKlFxO+BByXtkk/aH/h1y2J9P6ZF4qzD8WxxJO0vvfT9mI7RNs6aHNMHgDdJ2jiPZX/Wff9ZAHw4//4wsvewjh3GribqgaRTgZGIWAB8XNIcYDXwCHB0H0LaCvhBfm6uD3wnIq6S9PcAEfE14Argr4C7gaeBj/QhzqKxHgYcJ2k1sAo4otsJXJJ/AC7KLxf8BvhITY9ptzjrcjxH/wA4APi7MdNqd0wLxNn3YxoRCyVdSnbJajWwBJjX8v70DeDbku4me386ott6/TgKMzPzZSIzM3MyMDMznAzMzAwnAzMzw8nAzMxwMrABJenJPm579Omst0n6iaRXdlh2pqT3F1jnTEmtPSRmyTgZmI2Rd2um8Lb8USUjwOc7LDcT6JoMzMrmZGBDQ9K7lT3bfYmkn0raKp/+JUnflnQTWaPOdEnXKHte/HmS7h995ICkE5U9Q/52tTzrvo2fAzsqGxvjdEm/zD8xjDY1/S/gz5U9G/+E/BPADZIW51+tjxlA0kaSvpl/+lgi6W1pjpANM3cg2zC5EXhTRISywYg+A3wqn/casgfprZJ0Nln7/lxJ7yR7NjyS9iDrjN0LELBQ0s8iYkmHbR4ELM3X8VhEvFHShsBNkn5C9nC5T48+H1/SxsABEfGMpJ3IHoswu2WdHwMiInaV9GqyJ8HuHBHPTO7w2DBzMrBhsi1wSf5cqZcA946ZtyAiVuXfvwX4a4D8kRmPjpn+g4h4CkDS5cCfkz0OoNV1ktYAtwGnkD3McDdJh+XzNycbyOVPLT+3AXC2pN2BNcDO46z7LWRPzCQi7pR0f77cbV2PgFkbTgY2TM4CzoiIBZLeCnxpzLynEm/rRSO65Q8U+4eIuHrsQnkcY50A/AF4PdllXP+1b5XwPQMbJpvzwmORP9xhuZuA9wFIejvwsnz6DcAh+dMiNyH79HBDwW1fTfaAsw3y9e6cr+MJYNOWGB+KiOeBDwJTxlnXDcBRo+sBtgfuKhiH2bj8ycAG1caSfjvm9RlknwS+n1/2uZZscJDx/CNwsaQPAjcDvweeiIjFkr4F/CJf7rwu9wvGOo+scmhx/ilhOXAI2aWdNZJ+RTaG7b8Bl0n6EHAV439i+TfgHElLyZ5aefSYsTXMJsRPLTVrkd/gXRMRqyXtTTaa2O59DsusVP5kYLau7YHvSVqP7AbvMX2Ox6x0/mRgZma+gWxmZk4GZmaGk4GZmeFkYGZmOBmYmRnw/wGkhSLlDTHnwwAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "ax.scatter(iris['sepal_length'], iris['sepal_width'])\n", "\n", "ax.set_title('Iris Dataset')\n", "ax.set_xlabel('Largo Petalo')\n", "ax.set_ylabel('Ancho Petalo')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos también plotear segun los colores de cada familia: " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'sepal_width')" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "colors = {'setosa':'r', 'versicolor':'g', 'virginica':'b'}\n", "\n", "fig, ax = plt.subplots()\n", "\n", "for i in range(len(iris['sepal_length'])):\n", " ax.scatter(iris['sepal_length'][i], iris['sepal_width'][i],color=colors[iris['class'][i]])\n", "\n", " ax.set_title('Iris Dataset')\n", "ax.set_xlabel('sepal_length')\n", "ax.set_ylabel('sepal_width')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot \n", "\n", "Con la función plot podemos graficar nuestras graficas de lineas" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "x_data = range(0, iris.shape[0])\n", "plt.plot(x_data, iris['sepal_width'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos graficar más de uno a la vez:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# get columns to plot\n", "columns = iris.columns.drop(['class'])\n", "# create x data\n", "x_data = range(0, iris.shape[0])\n", "# create figure and axis\n", "fig, ax = plt.subplots()\n", "# plot each column\n", "for column in columns:\n", " ax.plot(x_data, iris[column], label=column)\n", "# set title and legend\n", "ax.set_title('Iris Dataset')\n", "ax.legend()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Histogramas \n", "\n", "Con la función *hist* podemos crear histogramas. Cuando le pasamos una variable categorica en automatico nos calculará su frecuencia en el DB." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Frecuencia')" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "ax.hist(wine_reviews['points'])\n", "\n", "ax.set_title('Puntaje de los vinos')\n", "ax.set_xlabel('Puntaje')\n", "ax.set_ylabel('Frecuencia')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grafico de barras\n", "\n", "Utilizando la función *bar* podemos crear una grafica de barra. En este caso no se calculará en automatico la frecuencia y por lo tanto tendremos que hacerlo manualmente nosotros. Este grafico funciona bien cuando no tenemos demasiadas variables categoricas (<30)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Frecuencia')" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots() \n", "\n", "# calculamos la frecuencia para cada categoria de datos \n", "data = wine_reviews['points'].value_counts() \n", "\n", "# definimos la x y la y\n", "points = data.index \n", "frequency = data.values \n", "\n", "# creamos el grafico\n", "ax.bar(points, frequency) \n", "\n", "ax.set_title('Puntajes Vinos') \n", "ax.set_xlabel('Puntos') \n", "ax.set_ylabel('Frecuencia')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Pandas\n", "\n", "Ya conocemos las propriedades de panda en manejar dataframes, pero es también una buena herramienta para construir graficas. Construida sobre Matplotlib es de más alto nivel y por lo tanto necesitaremos menos codigos para construir nuestras graficas.\n", "\n", "Por ejemplo:\n", "\n", "### Scatter plot" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "iris.plot.scatter(x='sepal_length', y='sepal_width', title='Iris Dataset')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grafico de Lineas\n", "\n", "En ese caso no tendremos que hacer un loop para cada columna siendo que en automatico ploteará todas las columnas." ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "iris.drop(['class'], axis=1).plot.line(title='Iris Dataset')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Histogramas\n", "\n", "No tenemos que pasarle ningun argumento aunque podamos especificar el ancho de los intervalos eventualmente" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "wine_reviews['points'].plot.hist()" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "wine_reviews['points'].plot.hist(bins=30)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finalmente podemos crear multiples histogramas, con *subplots* especificamos que queremos un histograma para cada columna mientras en el *layout* especificamos como acomodarlos." ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[,\n", " ],\n", " [,\n", " ]], dtype=object)" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "iris.plot.hist(subplots=True, layout=(2,2), figsize=(10, 10), bins=20)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grafico de Barras \n", "\n", "Cuando utilizamos el grafico de barras de nuevotendremos que contar los valores y luego ordenarlos del menor al mayor para poder obtener la grafica correcta." ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "wine_reviews['points'].value_counts().sort_index().plot.bar()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Como vimos en la pasada clase podemos hacerlo también horizontal nuestro grafico:" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "wine_reviews['points'].value_counts().sort_index().plot.barh()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos tmabién plotear cosas que no son las frecuencias, agrupamos los datos por país y luego tomamos la media de esos:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "wine_reviews.groupby(\"country\").price.mean().sort_values(ascending=False)[:5].plot.bar()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Seaborn\n", "\n", "Con seaborn podemos obtner lo mismo resultado vistos previamente, con un estilo diferente.\n", "\n", "### Scatter Plot\n", "\n", "En este caso tendremos que especificar el DB desde que tomar los datos en cuanto no lo estamos llamando directamente:" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.scatterplot(x='sepal_length', y='sepal_width', data=iris)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos también defini colores con respecto a algun grupo especifico:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.scatterplot(x='sepal_length', y='sepal_width', hue='class', data=iris)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grafico de Lineas\n", "\n", "Podemos utilizar el clasico *lineplot*, al cual tendremos solo que pasar el dataframe o el *kdeplo* en presencia de muchos outliers, así de obtener un grafico más suave. " ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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C5UCUGq3EOD1US618aoAV+wsAMOg1zfKolWClK49aeNTesj4Ujjwm2N/DuLp3bPFmqK12B0VVFmJDvHvU1bUNtfN9vNNQ/xOCiY021JIk+QEXAPO8rZdl+WNZlgfLsjw4JibG2yanFLt27WLo0KGkpqby1FNP8fTTTzN//nweeugh+vfvT2pqKn/99Ze6vaJHPXPmTD777DNA6FH/73//Y8CAAU32Xs844wy6d+8OCCokJyfHK03xxBNPsHr1avr06cOPP/5IUlISAFFRUYwcOZKUlBQeeOCB5t6GZsFksXOsxPUjNlntHoGhNpweUKr9CirM6rLyGguRQX7oNJJamWi22tFrhZf9515hqM/oHEVeuUkNXjcWiketpOfJmAC76lGbrHZ1gFAKXmJC/D283IP5VYQ6vWNvhrqoSnyeuFBPQx3kg/pQDHWcylF7pz4qTFaPz1tltp22qXxNyfo4F9gmy/Lfcg589tlnc/bZZ9dZvnr1aq/bX3XVVbz55psey4YPH86BAwfU988++ywA48aNa7At1+zZs9X/R4wYgcPheiDc94+KivKgYNxRW0XP/Zzvvvtuvec/EdRY7ZTVWLHYHPjpNNz7fRp2h8xHVw9ueOc2nDSoHnWlp0cdEaTHX6fxqFDsEh3M/vxK1mUWodNIDO8axaoDhaJ4pQkZEhVu1IfFbmHU3BEEJpyB0dINgGs+30SPuBCeuTCFGucAER6o9zCuGYVVDOkUyfJ9BV4NdX6FYqg9qY9gf+/UR1Utj9pbubrV7mD0Syu4ZUwXbj8zGZPVzvhXV3LVsI7cNaFboz//yUJTqI/L8UF7tOGfDaNTQzi7VASfth4t5agztasNpwdkWVaNX76bR11qtBAe6Ie/Xqt6tiarncggP6KD/TBZHXSODiIpUlT75TYx80PxqMMD/dBKWi7veTl+ts5qMDGjoIojxSJYWGO1Y9BrCTHoqXR6sxabg6PFRnrGhxBi0Pkw1OKaalMfWo1EoJ+2Tnqe4s1HBvmh10peOeriKgvlNVa+Wn8Em93BH7vyKKg0c6Sous62pwMaZaglSQoCJgH/irbWK1euZPDgpnuLX3zxBampqR5/t99+eytc4cmDwyGrnlhWiZEKk5X8CvPfPkCz6kAhv+7IPdWX0WIw2xxq+l2BG0ddZhTl3X5ajUp9mKwODHoNHZzGOTk2WPU+3Xlqi83B60sPUG70nTXhHkz8NfNXJiZNJFDuitEsKgJLjRbV6zZZ7QTotYQYdFjt4rk6WlyN3SHTLTaEyCA/r4Za+Ty1PWoQXnXtDBPFow7y1xFi0HtN31PolPwKM3/uK+CbjSINttStQGj+1myVwz/VaBT1IctyNRDVytfyt8c/UY/a5CY2n1ViVLnIv3OAxmp3cN/3OyiqMuOv03B2n3an+pJOGBVu+ccFlcIIORwyZUYLEYF++OvdqQ87/jotHSP1bM8qIzk2mMTwAADy3DI/Nh4u5u3lB+kSHcSFAxK9nrfMaEWrkai0FvLEX08gI+Mf1odqy/2UVFuQZRf1UGNRPGoXt3zQGUhMjg32aajzK8xoJDwKeRQEG3R1nAYlkBnsryPEy3qAQqeh1kjw8uL9akDTvUDotSX7Ka62MH/mcPq1D/f6+U8W2krI21Av3BXPsoqN6gNdZbY1OfDUHLTGOZbuyaeoykxsiD/3zk1TxehPFPZW6vLdGLgXkChUQaXZhkOG8EDBUbuoD+FRJ7l51KLqT1JT9QB25ZQDnl5mbSjFLvHB8fxx0R+8eeabxNomU222q8ZQCeaZrA7Vo1aWK89Tl5ggooL8PFILFRRUmogJ8VfTDN3hTeq02s2jDvb3bqiLnIPZhamJZBRU4afVMLpbtDpDkGWZkmoLFpuD/8zeSmZhFQWVplP2HbcZ6jbUC6PF06NWflh2h+yxrjVwvNxEz8cXkdZMDQpf+GZjFonhAfx0+0gC/XU88qMXqYImIj2nnF7/t4jMFlKkayrKa4QxSggzqBy1kjoXHuiHn1sw0WQVHnWXmGAAerQLQaORaBdm8KA+dmWXO49TP/URFqDn/9b9H5WWSnpG9iRQH0i1xaZ2X6mosaltuArCn+DNfWLWqXjUieEBBPrpiAj0o9SHR12bn1YQ7F9X6lQRZAry1zo9am/UhzjP7eOT0Uhwbt92dI4OUgclo1MedmpqAqVGCxNeW8XQ55Zz17fbfd6L1kRbK6421AslDU+ShKG2uXkUlSabmiLVGjhcVI3Z5uDA8UpSO4S3yDGPFFWzNqOIeyd1JzE8gHNT2vHz9pwTPu7u3HIsNgcbDhXT1WkATyYUjzo5LoQ1Bwux2h3qND4iUI+/TuuRR23QazivbzwRQX70bBcKQHxYgEcZ+U7VUNfvUYcGaFh8ZDGJwYnsL91Plm43ERWPql6rxe7AbHNQY7UTrO9Bn8gIjiJmZbtzyumTIM4fGeznpEtkj4Kz/AoT7SMCvJ4/2F9HVrVnYLvabEMj4fTe9RwrqRv4LqoyE+inpWtMMN/ePIzk2GC+XH+U8hordoesUjAjk6O5ZUwXtmeVsWBnLn9lFtW5vpOBNo+6DfVCqSZLigxUPWo/Z3mytyCNN+SW1fDD1uwmn7vcqVNR39S7qfh2UxZajcSlQ4T4fEJ4ABUm2wlz7jlOA5fupAtONhSOultsMLIsDJFy3+yaUqr1G9yCiYIr9tNpGNvdVfOQGB6gCjOVVFvU/0vr8agraqyEBxjYeOVGbul3Czek3EBv/XVOj9rssZ3JaqeDNIVzO14ICBGoQ0XV9GsfBkBUkB8Wu6POd1FQaSY21IdHbahLfVSZbQT56ZAkiRBf1EeVWS1VP6NLFFHB/oQH6AWnXmNVDXVUkB99EsK4alhHzu+XQKnR2mzxqhNBm6H2gVmzZpGb23BWwHXXXcf8+fN9rh83bhxbtmxpyUs7qdrUCr3RIy4Eo8VOVomR3k4PqLHtlOZtyea+eTs8+O7GQDEQvoR6mgqzzc68rdlM7BWrFkMo2Q55J/jjU/ZXvNCTDeW76BYrvPmCCrOarfHh3v8jR/8FNTYzsiyyLfx1dX/68WEG8isED6vw01qNVO9AWVZjxWCo4pXNr5BZlklMQAzB/oEYLXZPQ22yUmOxs0vzMI9svAmADYeKAUhJFIY6wpm/7a6hbbE5KKm2EFcf9eGFo1Zmer6pDzPRwZ754hFBIlBearSohjoiyLVNX+d17joF33GbofaBxhrqU4GTqU2teNQ92oWoywYkhQON11BQPO+miuMoBqK+qXdTsHh3PiXVFg/xeSXb4US9JEUn40B+5Smp2lQ86mSnoc6vMKn379NJczhD+hCbTavy1P56bZ1jJIQHYHPIFFaa1ZlBaodwNcDmDeU1Vvz8q5h3YB551XnM2TuHtVVPU222eXQIL6+xUWO1E68ZycXdhODZ+kxhqBUDGOU0nMXVLgNfWOW92EWBwlG7B52rLTaCnKXsIc4GuLWD0kWVdcWflEKfshqrGtSMcjPUPduFoNNI7DwFs6ZTZqivX3Q9P2f83KL/14cjR47Qs2dPrrzySnr16sWMGTMwGo1s3bqVsWPHMmjQIM4++2zy8vKYP38+W7Zs4corryQ1NZWamhqefvpphgwZQkpKCrfcckuzshGWLFnC8OHDGThwIBdffDFVVSLw1KlTJ5544gkGDhxI37592bdvHwCFhYVMmjSJPn36cNNNN9GxY0eKioo8tKmVcnJFm1r5jC2VLWGyeDPUQtFPMbxvLjvALV/5njUoIjlNbWiqBLHcPawTwTcbj9IhMoDRydHqsng1Le3E+gfmlZkI9NNitcvsP37yNVkqTFb8tK5MjvxKM8crTEgSvLLtSTbKM6mxl6sKet486kQnD7zlaAk7s8voFBVIUmSgT486u9RIRY2VziE92HTlJkYljuLC5AuZGPUAZpuD/AqTmqlRYbJisjroE3g553U5BxD3PDE8QE27Uz1qt/OpxS6+DLVBh80t1x9EMDHYzaN2yNQJfBdVmYkOqWWonamnZUaLGtR096gNei092oWog9hjP+/ixlmbvV5XS+Nf5VHv37+f2267jb179xIaGsp7773nVZN6xowZDB48mK+//pq0tDQCAgK444472Lx5M+np6dTU1LBgwYImnbuoqIhnn32WZcuWsW3bNgYPHszrr7+uro+Ojmbbtm3ceuutvPrqq4DQph4/fjy7d+9mxowZp0SbWnnAu8cJQ62RoJ/TA1Ki7duyyth4uMT3MZrZv075sbQER51RUMWGQyVcNiQJjVuaV1yIPxrpxKgPWZbJKatRu4+cCo+r0mQjNEBHVLDr8/yWlsvIrtEsOPQbAGZ7jcpTG7x41MO7RNE7PpT//biLzUdK6ds+nPBAPWVeBsoai51bvtpKkJ+O3p3LeG3La1RYKogwRBDuHwbYOVpsVAeOSpMNk9XCsqo7uH7xtThtoupNA0QFCcNZ7OaJF/ioSlQQ4qWM3J36CDbU1QOx2R2UGOt61O7US3G1Bb1WUo+voG9iGDuzyymqMjN38zH+3F/QYjO++nDKsj6+OOeLFv+/IXTo0IGRI0cCQsvj+eefr1eT2h0rVqzg5Zdfxmg0UlJSQp8+fZgyZUqjz71hwwb27Nmjnt9isTB8+HB1/UUXXQTAoEGDVD3qtWvX8tNPQvr7nHPOOSXa1Ar1ER6gp12ogQA/rTpFVR7+kmoz5c5gkTcDoHjUTaU+FG66vql3Y/Htpix0GomLB7f3WK7TaogLNajBwOag1GjFbHMwuGMk6zOLST8FHGZFjZVQgx6tRiImxJ+ft+eQW27i8cm9mZ2yk//9tJ1lx4oxOT1qb9+TQa/lo6sHccG7aympttAvMQyjxU6l2YbV7vDorvK/H3ey93gFn187hFLW8u2+b7k+5XoWH1nM3NznkbSPkleu5cwesRwuqqa8xkqN1UYfwygmduvF7Gw9NVYrfdu7DHWk87lyL3px6Xx4Gmqj1cjyrOUE+qUC4llUDG+12UZkkBggQgxiRCivsbL6YCFn9Y7DYncgyxBTm6N28+hLq4WYVe3sjr7tw/hu8zHeXHYAq13MWtdnFnNuX+92o6Xwr0rPq33TQ0JC6NOnjyp16gsmk4nbbruNLVu20KFDB5588slGa1ErkGWZSZMm8e233uVSFG3p5upKt5Y2tcK3BvhpGdM9miB/nTOi7jK8CjVRWGlWy5LdoVSKNbXsXPFUTtSjlmWZ33fmMb5nrFfPLD7M4FGR11QouccJ4QGkJIadEo+6wmQjxOmmxoYY2JVTTkyIP2N7RnLnn3eypXovZq5VPWpv1AdAh8hA3rtyIHd9u52RydFsOSpmSuU1VtUQFlWZ+Tktl/+M6cKZPWOBi7iom3A0xrQfw7ECA+/vk5BlUciyfB+UVFmwOzSMibqZ0e0lfjYUUVjp6VEH+Wnx02oocfu+DxZUEuinJTLI06h+uftL3t/xPs8OEY7ap2sO8dy0voDgqN2pD4Bnf9/DmoNFlJ7bk9HdxMyntkcdYtChkcRnLa62qIbbHcr1fr0xiwFJ4RzMr2JNRlGrG+p/FfWRlZWlGuVvvvmGYcOG+dSkdtd/VoxydHQ0VVVV9WZ5+MKwYcNYt24dGRkZgOjh6K7E5w0jR47k+++/BwS/fSq0qRXqw6DX8vKM/jwxpQ8ajUSwn45K53RTCf646yC7QxHJaXow0aq+ngjnnllYxfEKE+N6xHpdnxAe0CwtZgUuQ22gX/swDp6CgKLwqIVRUgJvlwxuT5W1nFXZq6h2FGCRjfV61ApGdI1my2OT6J0Q6gqwuRlPRZBraOdIABYdWcT7aSK4HeoXSpQhEhDnSQwPwE+rIb/ShORXxJc513LNwmvwDxDPr7uhliRJlJG7UR9rDxYxrEtUnarEK3pdwY8X/Mi5Pfoxc2xXvt6Ypep1VJvtrmCi02CvOVgECFpKyUapXZKu0UiEBeidWR9mdebojh7tQtBrxSB07fBODOsSxVrnsVsT/ypD3aNHD9577z169epFaWmpyk9706S+7rrrmDlzJqmpqfj7+3PzzTeTkpLC2WefzZAhQ5p87piYGGbNmsXll19Ov379GD58uBo09IUnnniCJUuWkJKSwrx582jXrh0hISEnVZtakabU12o4qmgoGC029cevTFO/33yMm750BVmUkt7metQWZ7FEYyHLMtd9sYn3VohBUfmRju4W7XX7hPAAcpuhxazA3aPumxiGzSGz7yQEFN9adpCHf9gJiGCdosMSF2pAkuCyIUnEBsay85qdXBf/PebqDtRY7WgDM3h462TKzQ17/hGBSsqaa5BVCkg6RonZ0/b87fx+SLTW216wnTf33oHGX6ghR4f4ExqgExrZdgP9ws7i/sH3E2mIpn1EgEewDvDQ+zhWYuRIsZFRyZ7fm9lu5rpF1/FZ+mdkV2XzwNk9GNM9hid+TSejoErNowZXQ4OBSeFM7BVLupuhrp2eJz6vH6VGK6VGK5FBdQOY/jotPduFEhGo55yUdoxKjiKrxKg2Cm4t/KuoD51Ox5w5czyWpaametWknj59OtOnT1ffP/vss6r+tDsa6vSycuVK9f/x48ezeXPdKPGRI0fU/wcPHqzuExYWxuLFi9HpdKxfv57NmzerFMfJ0qausQjFs9pQpCo9+UThUa88UMCqA4VqBZdR5agbb6hlWabMaFX1H0qNVrXDdUPYerSUlfsL2Z5Vxo2jOrMuo4iOUYFeaRkQZdcWm4NiH/36GkJeuQk/nYaoID+1LDurxNhi1ZS+8Oe+fA4VVfPCRX2pqLER6uRjbxjVmeFdo+gQGcju4t3M3TeXzaWH0QacQaVpMBq/IiwOExWWCsL8w+o9R3iAEmCr61G3jxD3839n/E9d1yeqD/f1e4kn9wu50Ohgf0IMegoqTcj2ICYn/odeMUaSx0UhyXWrDSOD/FTqY12G9wG21FRKsD6Y3w/9TrfwbtzYtwuvX9KfES/8yay/DmOxOdRgYteYYJ6Y0psp/RNES7m9BWqPxtpZHyB0UcqMFoqrzEQ6B6naeGJKb6deipZRThplbUYRV0Ql1XsvTwT/KkP9d0NWVhaXXHIJDocDPz8/Pvnkk5N+DTUWOwF+3gy18Kg9DLVTsP5osVGVsTTotaoMZVMMdZXZhs0h0zk6iOJqC2VGi5rzDGJK3K9DmGqc3PHNRlF9WF5j5de0XDYcKmFqaoLPc6kpemWmZhnqnLIaEsIMSJLkVS70RLE3r4JAPy0dozwbIR8tMVJpslFYaXZ61C7jpJSxHyg5wE8ZP6GXDEi6FCpMVqxlw5h35T3EBHgfuNyhNK11LzrKKjHSLtSg0iez0mcR4hfC9O7TCdIHERcUBZJIPY0O9ifUoON4hQlt0EGe3/MI7IEPJn7AyMS6we7IID+OOXXP12QUERfqr+aGK4gLjGP2ebPZX7KfhOAE9TznpLRjvrMCVjHUGo3E9SM7A9AvMRwQjoSfTlMnowOER51dWkOFyebVowYY3ClS/b9rTBDxYQbWZhRyxRmtZ6j/NdRHp06dSE9Pb7XjT5s2rY4W9eLFi0/omN26dWP79u3s2LGDzZs3N4tyOVHUWL171ErprrvaWUGFqHxTpoGKYTY6OerGlpyDK4e6U3SQx3sQYk1XfbaRrzdkednPwoJdeVw+tANdooN4cdE+qsy2OtNnd5xo0UteuYn4MHGMEIOeEIPuhCsd3XHHN9t4/o+9HsvKa6zqPdmdW4HF5vA6aE3rNo20q9O4u9s8bJUpVNTY8ItewtV/juWtbW81eG6FmnDnqLNKqtW0O4CV2SvZkLcBgNyqXB5cfxO6IEE7xQT7Exqgp6jKgsMayZh203h6xNP0ierj9Xydo4PIKjGyfG8+f2UUMTI5uk4SwHWLruP1La9TZi5jZ+FOdfkVZySpNFywf91nNiVRVNSm51QQE+zvVa8jLFCvNjqIDPLuUbtDkiRGJUezLqO4VZX12jzqFoKSRvdPQ43VToAXyiHEoOdosVGdEkcF+VFQaaLMaFWDjJUmq7NFk8P5vvEetZLp0dlpqN0zP3ZmlwF47cbxw7YcLDYHV57RkY6RQTz3x140kgiQ+YJaRt7MzI/cshqP4yeEBZxQup87TFY7h4uqVa5VgbvQ0NajIsisBBPd8XPGz5SYSlh6fDu6kPZU1HTHXtMRCYnhCcPrbF8bQX5a9FrJg6POKjEyKtmlETLrnFnq/+2C2vHSqDe5/YsC/LQaQgN0hBr0wohZorisyzmEhB3H6vA+aM8c25Wle/K5dc42LHZHHdpDlmX6RPchKTSJT3Z+gtluZmSiSHk9o3MkXWOCyCys9ioWFh7op2rWeOOnQXjUSvGML4+6NkZ1i2be1mzSc8rp30p0V2M7vIRLkjRfkqR9kiTtlSSp4W+4Df8IiK4cdR8TRUNBoT56xoeQX2Emy82AVJpsHvoeDRnq7VmlTH13LcfLTaq36DLUrh+2Uhl2tMTTUMuyzNcbjzIgKZxe8aFMH9QeP62Gvu3DCfPBN4KYbvvrmteF22YXFXgJ4a60v4Rw3+l+FpuDKz7ZoOpcNITDRdU45LpSo+73eVuW01AH1P2M63LWsezoMnJN+5F0lUIdrroHSy7cRP+Y/gAcLD3I5Qsup8xUVmd/SZIIC/BTPWqT1U5+hVkNJAK8sPEF1mSvAcBf609iSCwgExUs8pAVSkYfsZHb/prE1QuvZnnWcq+fN8BPy8fXDFILVUbWmgmZ7CYeGPwAM7rP4KmRT/HGmW94XOvlQwX94EvVUcky8UVxRbg9J7VTAn1Buca1Ga2X/dFY6uMtYJEsyz2B/sDeBrZvwz8Exno46gqToD50GonkmGDyK0x1DLV7m6T60vPyK0z8Z/ZWdmSXs+lIiepBd3LysuXuHrXTULt3RgfYeLiEQ4XVXOH8sUYG+fHKxf14+Jye9X5GSZLUzI+mIr/SjEMWGR8K4utJ9ztaXM1fmcXM29I4NUFX5xHPXHLlPneLDWaHU6/bG/XxythXmHPeHP7X90uspcOpMFkxJMxl0s9DGPXdKIxWI8cqj5FenM6+Uu9ZSBGBenWgUDx5hfqwOqwsOrKIA6UH1PdXLbwCQ0SaagyV67LXJHJh56t488w3ObPDmT4/c/uIQL64bghPTOldJ+/9xU0vMv236U5xKTMrj630yNa5fGgSd0/sRvsYI9csvIalR5d67K8U2Pgy1O6NfRtrqKOD/ekVH9qqaXoNUh+SJIUBY4DrAGRZtgCtXzPZhtMCNRa7h5ehIMRfh8XmIL/cRESQH3FhBipNNg+diyqzVS120UiolEhtmG12Zs7ZSpVTRzijoEoVw4kN9SfQT6t61LIsqx51bnmN2hkdRBAxxKBjcj9X4HBqqvcWUrURX0s03xfMNjvpOeUM6igCSgoXrdAnIDjvUqPVayBWyZhYm1HYKF1jxVCX11hxOGS1/P1osZHIID9SO4Sr7awUz9Udr2x+hTPiz+CnYwvRh/tRUdMOW1UPJveLo29MCg7ZgU6jY8UlK4gO8E4PiZQ18ZNXBogkp0et1+hZdekqdVt/rT/vjH+Hu2fnEh3p57wu8fw4TO25qfd4yuVMrPb64xX9O4R7pRGGxw+nU2gnJEliXe46Xt78MpM6TlKzV4L8ddw9sTuf7vqU7QXbGdJuCJM6TlL3Vz3qEO9GOLwZHjWIzJRZ6474DL6fKBrjUXcGCoEvJEnaLknSp85mtx6QJOkWSZK2SJK0pbCwsMUvtA2nBqZ6OGoQP9yoID/V89l8pASlNqHCZFOLXWJC/L1SH7Is8/jP6WzPKuP1S/rTMSqIjIJK1TCEB+g9DEVeuYmiKgv9O4R7dEYvqbawKP040we2b9YPJSkykEOF1TgaCAi9szyDGR+uVzUolACke0aKmvnhhf5QDF1+hVk1wvUhw9kxxiF7UkfHSozERhcSEnZcXVbbo7Y6rPyW+Rt7i/eSX3MESVdGhcmKrSKVl8e8zMXdL6bCUsHty2/nzO/PZF2Od32YcDePWhloFI/6ePVxnt3wrOpRS5JEu6B2JIYH0t0p5KVw5/6xf3Dp4gncvORmvt3vWaG7s3Bng+JqVZYqRiSO4PoU0SHmgq4XsHTGUkL8Qupse27nc3lj3BvcOeBOj+V924cRYtCp2jW14V6N6M1B8YVRydFY7A42Hm4cpdVUNMZQ64CBwAeyLA8AqoGHa28ky/LHsiwPlmV5cExMTO3Vfzu0lB51Q/i///s/li1bVme5u8b0ypUr1UKcljhnU2C0+OaoAY4UG4kI9FOr4dKOlam5xJUmm1rs0i7U4JX6mLPhKN9vyebO8cmckxJP15hgMgqqKDNaCfHXodNqPAyFovc82Vmyqxi++VuPYbE7mp0idUaXSMprrOzOrfC5jdXuYO6WY8iy4I4BNcNFySkG1AyQPC8BxawSIzrnSLamEVPljHyXMS/1yLwwkhv4KvPy7leX1eao9Ro9qy9bzS39buHRge9hKTqL8horQZ0+5K4VdzLqu1HM3T+X787/DoBjlce8XkN4oN7Dow7y06oznmJTMYuPLKaoxvVZZi6dyaD+aTxwVg/ANajbqrtxZa9reXv821za41J1e7vDztULr+bxdY/Xey8WHFrA6O9Gc7zaNTitz11PTlXdDj15VXnkVOXw4OoHPZaHGvRsfGQCF/T3nq6peNRhAXp02sYnxQ3tHImfTqPmfrc0GnMl2UC2LMsbne/nIwz3PxonS4/66aefZuLEifVuU9tQn0z4Ss9TfnxFVWYig/1U0RyzzUGveJEGVWmyqoJMsaEGTFYHVrtLjnJvXgVP/baHCT1juWdid0DoKR8uqqaoyky4Mz3K3aNOzylHq5HUzuFZJUZkWebbTccY3DHCp6fUEBoTEFq2J59CZ3spZYDIKjESG+Lv4cUr3rU3KiWrxEi3uBA6Rwc1+KO22R0cLqqme5wY+JR7YLU7yCmrIcl/kHNLcY+3FK7ipU0vqfsfKj/E8xufJ7sqm1+OfoZf1AoqTFY01alMSJrAg0MeREKixlbDrmt3cVnPy7xeR0SgnwdH3SEyUKVs+kT1Yc1laxiRMELd/oXRL3BN76tUQ6dQMvbqbvyn3y2E+Yd5UB8Hyw7ikB08NOSheu/HoLhB3DXgLuIC4wCoMFfwf3/9H1vzt3psJ8syty+/nde2vMahskOYbJ4DZqCz+4uvzwqeOtSNgUGvZXDHiEYNvs1Bg4ZaluXjwDFJkno4F00A9pzoiY9efY3HX9mPIr2t6ONPOHr1NRR9LIo7yn78qc62ALbCQvW9rRFUy6nQo968ebOqivfLL78QEBCAxWLBZDLRpUsXwNM7XrRoET179mTgwIGqgt6RI0f48MMPeeONN0hNTWXNGhFdX716NSNGjKBLly6t6l37Ss8LdouqRwb6eXTg6BwdRKCflipniTkIjxrwaES65WgpNofMU1P7qNxrcmwwVrvMzuxy9UcTFqhXu5XszCmnW2wwHSIDMOg1ZBUbOVRUzeGiaqYOaBwf7Q2xIQZ6xIWwNsP3s/TNpiziwwxoJJehPlpi9MiAAIgLE7MLX9RHx8hARiZHseFQscfAVRvHSmuw2B0qH64UneSViS4sI+PO59vzvsNfp0evlSi3FDNn7xzVu82rymNB5gKqrdUU1GQj6UuoqLFhMI1lWrdpTO82ndl7ZvNZ+md8kPYBs/fM9nod4c6UtRqLnaMlRo8c6m3523h+4/Me5eixgbEehlChZALbf82VCy/j0bWP8vb2t9X1PSN78vnZn2OX7VRb66ZcAtgcNkw2E9f1uU49dnxwPAsvWsh5nc/z2FZG5qNJH/HzhT8z/4L5GHTeJVK9f1ancxDkx2+ZvzFz2Uws9saF5Kb0T6B/+/BWyadurG9/J/C1JEk7gVTg+Ra/kpOA2nrU7777LrffcUer6VEPGDCAtLQ0ANasWUNKSgqbN29m48aNnHHGGR7bmkwmbr75Zn777Te2bt3K8eNietepUydmzpzJPffcQ1paGqNHjwYgLy+PtWvXsmDBAh5+uA4T1SKwO2QsNocPj9rNUAf5ERqgU4N6HSMD1cpFhaNu5+Rt3XlWpfmpu4SlUoWWVWJUI/ARzqm3Ekjs1z4MSZLUnFgl2j7Gh5ZHYzGqWzSbj5R6FVQ6WlzNmoNFXDYkiYTwANVQKx6mO/x1WmJC/Ot41A6HTFaJkaSoQEYlx1BtsbM9q8zn9Sgc9pBOQt5WSZFT0hK/zXqCy/+4jKRYKyEGPUU1RVze83LC/ETAbGTiSP664i96Rvbkf4Ofx3x8OpUmK+b4J3hp00t8uPNDLA4LDw15iPTidJVnrg2Fqy0xWjhWa2DKqszi90O/ezgu/7fu/zw8e4WS0RpTmdFtBo8Pe5w7Btyhrv9016f8kvELr255lfzqfK/XsLt4N1f8cQXLslw0oU6jY3fxbrbkezatyK/Ox2Q3EeYXxr0r72X5Ue+pgN4Q4OwlGR6o4ZG1j7AuZx3ZVY3L0Ll8aBIvzehXR0CqJdCoghdZltOAwS154o6zv/K6PPqWm4m+5Wb1ffhF0wi/aFqd7XQxMT6P4Qu19aiffuZZ0tN3M37CRLQaqcX1qHU6HV27dmXv3r1s2rSJe++9l9WrV2O321WDq2Dfvn107tyZbt26qdf38ccf+zz2hRdeiEajoXfv3uTne3+4TxQ1qsRp3fHcPXCl5MvGhfpzrKSGpKhAoQXilvWhGOMKN566uNpMRKDeQ/DJvVxYMRARgX6U11jZm1dJSbVFzQZQDLWcUUSHyIA6JdZNxahu0Xy29jCbDpcwprtnnOXn7blIElw6pAObjhSTVWLEZLVzvMJEx8i6500IM9TpGlNQacZic9AhMpDhXaIAEXxVVOhq42CByKAZ4ixZVuRklUFiZso9fJD+Gh3bVRGgiWTxkcUE6ALYeHwjoxJH8fXerymuKeaugXex4Mi3+Mduw1xwPoHm0QxpN4TE4EQ6hXYiPjie9ya85/O+KF7mnA1HMdscHt/RhckXcmHyhR7bPzDkAfQa1/OhPCv+1gFc2vNsDpUfosYqBjGrw8qcPXOY1HESyy9eTpQhyus1dA7rzEujX2JY/DCP5R+kfUDnsM4e1MvyrOW8tPkl/rz4T45UHKHC4jvuUBuSJNEpKpBO0YFM6fEM3SO60zGkY8M7tjL+VZWJtXmpoOAQunbvyZxfl9IlOshnkvyJ6FGPGTOGhQsXotfrmThxItdddx12u13tzNJcuOtPt1TbrdpQilW8Z324likURVyIQRjqyECC/T09aiXY6OlR1xVBCvbXOfWhTWprpPBAPxwyfLw6Ez+thnNTxGDaITKQdRnF5JTWMLn/iesBn9E5Ej+tCAjVNtRrDhbSNzGMdmEGkiIDWbI7n+zSGmQZkqLqigslhAewP99TQU8xsB0jAwkL1BMWoPcpDQvCo44L9SchPABJcnnUWSVG/LQaesd24ccLfqR9UBcsdgfB/r9y+5+38+RfT7J0xlI25W1SMyKKTflo/AoBmSjbeYxPGgNAj0jBaP5+6He25G/hieFP1LkOZWbzwcpMBneMYNoAV/OF3zJ/I7Msk7sH3a0uizJEUWl1fXaFo7bFvc49KxbhkB1kVWbx09Sf0Gv0LL94OQXGAlZlr2JYu2F0CO3gcX6rw8qiw4s4t/O5dTI8Ppr0UZ1lk7tMpltEN6IDovnxgh993l9fmPefEdgxUeOIIqcyh7Pmn8WnZ39K57DOTT5WS+Ffo/UBdfWoBw4eQmlxEenbNpNVYqTGbPbQoy4rr+BYiZHKavEDa44e9ejRo3nzzTcZPnw4MTExFBcXs3//flJSUjy269mzJ0eOHCEzMxPAo8HAydSfdodqqH1ofShQAi9xoQb8dRpiQ/w9ZFANeo2qwubeMkl0gq5beKB4bIqBUAz2rztyObdvOzW/tWNkIDVW0YHEvaS5uQj00zGwYzirawWEKk1Wth8rU/VCOkQGUlxtYW+e8NSSvKjyxYcFkFfmKZ161KkhoWwfF+pfx1DbHTLPLNjDJR+tZ9mefLrFhqB16iQrHHVWsZHESAN3/nk7ly24jPSSbeh0Fj7a+RHTu01nznlzcMgO3hr/Fk+OeBKA+wY/SE32daCxkBVyJ3P2eKpIZldmk1aQ5nXQVwbidqEG3r9qoEpxAewt2cuanDUe27+z/R012+Kr3V+xJnc5Oo1EkGU0Z3c6m9tSb+PpEU8D8O2+b/k8/XMsDgtPr3+atMK0OufflLeJZzY8w/aC7XXW5VXnseCQJw25s2gnkYZIJEli7r653Ln8zjr71YewQD3bCzdxzg/nYHFY6BXVy2fJ+8nCv8pQ19ajvu6WW3nt4y9596WnuHDCCAYOGOChR33rrTOZNPoMLLK22XrUZ5xxBvn5+YwZIzyYfv360bdv3zrevcFg4OOPP+b8889n4MCBxMa6RO6nTJnCTz/95BFMPBlQqQ8vhlqv1WBwpu0pLZRmDG7PXRO6ibJhpwxqtUVoA4eovetcD7y3BqOAqvymUh/O7A+HDFe6dRBXii4kCUZ09T5lbiom9W7H3rwK1QgDbDxUgt0hM8rJgStUh5K1keSN+gg3UGO1e5R+HysxopFcTWRjQwyqhreC15fu57O1h7HZHfROCFVLosMD9GrRT5YzoDfnvDlYHBbW5qwlvzqfD3Z8gNVuZVv+NlJnp/LO9nfQacR9X5r1B4b4eSBLxDjOpndUb4/z/qf/f/hp6k9esyE6Rwdx0cBEPr12cJ1KwQeHPMgPF/zgseyGvjfw1IinAHhlyys8tf4pQgw6ohyjOafzOQTpg7A4xOxgb/Fe/sr9i8TgRJbNWMY5nc6pc/6RiSOZO3kuIxNG1lm34tgKXtj0gscA89jax/h679cA2GU7VocVu6NpjRx6RfXiqRFPkRqTyrsT3j2l3jT8y6iP2nrUOaU19E7px9o1q9mTV0GYQU97p7czffp0xp09mZyyGrR6v2brUQcEBGA2u36MtXln9/3POeccr80Eunfvzs6dLpWw2vy20s28paEY6kAfBSQhBj0mq5lIp8d1Zo9YznR2UVE9arOdQH+t1yajRVUWr+I43ZzpaIpym+JZJ8cGq4E1cHmmfRPD6gjQNxfTByby0qJ9fLMxi2cuFLOetRlFGPQaBnWM8DjvmoNFBPppvX4GpaQ8t7xGvbajJUYSwgNUTj421J9Dma7v7vedeby3IpPLh3bg+Wmeg3l4oNDbUNQJByQFUWGu4LcLf6NjaEckSWLb1dtAhnN/PBeADiEuCqHEVIjG/zjIejppZjAwzjPDNr0ona/2fMV9g+4jLijOY52fTsPrl6R6vV8f7fiIMP8wj9S+cP9wNSVu17W7ABj7ygqOBN/Ha1suR5Zlvj/wPZuu3MTTI59W91uXu47OYZ0ZEDtAXXa04ihf7v6SW/rdglZT9zm8IeUGbup7k/pelmXmnDdHvXdX9LqCK3pd4fXaFRTVFBHmF4Ze6+LVtZKWkQkjCfYL5v209/l679esvWxtg5WkrYV/lUddGw5ZRitJSJIkOFWzzWNkVlTfLLbWky88naEEAn21bVK8ZG9GUuGolW4byrYK9WGy2qky27xSHykJImtBMXbxYaJjydXDOnr8UNpHBBKg1/pssdUchAf6cX7feH7enqN+/jUHCxnaOQp/nbgPiiefUyb4eG8/XsWYL053FWdk1cqYiAs1UFhlxuGQRYXmL+mkdgjnyQv61DmmkvmiqBNGhlm5bfltPLvxWX48+CM7C3fy+S5BIXx17lekXZ3mEeS7qd9N2LP/i8Y/jy3SLazIWuFx/EpLJbuLdjcp8AawJX8Lu4p2eSybu38u1y+6nuPVx+n7ZV/6ftmX+DADHbVTGJ4wnBndZ6jByyf/epJlR0Umx8ubX2bJkSWexz++hcVHFqORvJsqi93CTwd/Iq86D4Ccqhx2F+8mwt+ZKWMq49qF1/Lm1je97i/LMlf9cRVvbvNc/27au1zxhzDw/WP6c0WvK04p/fGv8ai96VHb3bQTgv11lNdYsdgc+DsNk8Upd2ixNzxtmjZtGocPH/ZY9tJLL3H22We3xOWfErg3tvWGEH8doQZdnTZdILztGqud8horgX5a/HUi7UnJ+lAKR2K8GOr+HcJZes8YlauODwtgyd1jVEpEgUGvZeF/R6upfy2FK85I4qftOfy2I5cx3WPILKzmsiGuisewABEILK+x+uwa0ychlIsGJPL2nxn0bR/OpN5xZBUbOauPy1uNC/HHapcpNVqQJImSagt3nJmsDgjuiAj040B+lRqQ7BEdz+w+s3lp00vMOzCPczufy7tp73JNn2tUMX13rDq2Cr+E2Vjyzqaj9jw6hnpmMgxPGM7vF/3e5Hv1yVl1m1lM7TqVoe2GUmURs4XE4ETevigViX7EhARRaCykwFiA2W5m0/FNquf/64W/EuoX6nGs6d2nM7379DrnUFBqLuWVLa8QGxRLQnACf+X+xTMbnmHJ9CUE+wUTbginb3RfkiOSve5vsptICkki2M/z2ZrRfQZj2gu6cmTiSIbFD8Mmt0zD6ObgpBrqxojQnEwoHjW4gmOVZltdQ23zXZSgoKX1qKvNQnmuNidottopMVpoF2po1r1sSoZIjUV87vqoD1/CNYoHXVhpVjnZEKeXDbj61vkQx+lWq8Kw9nsFSmOBloSocAzmjaUHmbtZlFWPqpWjnRQZyK6ccq+BRBAZRs9f1JeMwirumZvG8K5RFFdbPAy7krKYX2FWu4P7Ol5YoBgYjjoNdbtwLVXWKt4a/xYxATFIksRlPS/DX+tdFa7cUo7kV4hsDyIl8DK6hHfxXG8u54VNL3BBlwsYkShS3YxWI29vf5ub+t7kVbBJlmWeXP8k4zuMZ2yHseryEL8QSkwldAztqFIfxTXFjPt+HI+d8RgyMs9tfI4Vl6zgj4v+UPdLL0pHlmUmdJygLvtwx4cE6YO4uvfVXj9Xl7AurLp0FZEGkcI4NXkq/WP6e9A39w+5H7vDztvb3mZyl8nqZ5dlmSt+v4Jh8cO4tf+tHscN0YfQqV0nQHjlE+ZN4N7B93Jlryu9Xkdr46RRHwaDgeLi4lZLJWsO3D1qxeNTKudkWcZidyAhYXPI2B0NG+uWRGGlmePlJhy17ldpjZVCZz5uUyHLMsXFxRgMjfNA6wsmAlzQP4FLhnTwuk4x1McrTGqjUYW3BsFPg2+5yVMJSZK4d1J3IoL8MFrsnJvSjh61BgqF/qhdlegOg17Lh1cNon+HMI6VGOnXPoyxbml/sc6UxfxKlzysr+NFBPpRZbaR6SyCqZGOceuyW/k542fe3v42Pxz4QW0w6w0XdL2AkKL/oQvK5PfKa9hfst9jvV6jJ60gjSKTK+NlW8E2vt77NZvyNnk9ZlFNEZuPb6bMXOaxfMWxFVy76Fq+2P0F4+aOY9L8SRwoPcAdqXeQEpPCuA7j+Pzszyk0FvLo2kc5XC5mol/v/Zov93zpcaxdRbvYW+xbVVmn0bH5+GZ+OigcpT+z/qTSUlmHKimsKeSTXZ+wPm+9uszmsHFOp3MoMwt6xL0C8dpF1/L2NlE9GeYfxrV9rvXZleZk4KR51O3btyc7O5uWUNZTjH1DHqUsi3JSjY/t8itM6LUaTIXOBp5GCzUWO8YCA7IMueUm/HUazDYHcqk/fjoNDtn38U4E7p9JlmXyyk04ZKDM34NaKKm2YLTYsZf4+eSO64PBYKB9+/YNbwjUNMBR+zLS4DLURosIJopleqqc1IerE/TpZ6gBzkmJ55wU37nZiufri/pQkBAewNc3DfO6TpktFVSYRJfueo6nZMDsyiknOtif1NgUZp87mw15G5iVPotuEd0I9Q/lom4Xed0/rSANU+QXyPkD6BU4pY6HHKgPZNH0Rep7WZYZkTCC7VdvRyt5//6jA6JZMG0BDtnTaRiVOIqPJn7EgdIDSJLEoLhBRBoiubHvjeg0OrXcPK86j83HN3NNbyEL8erYV/HTes6w6ivEUbDg0ALyq/OZ1m0ar215jSHthjC4nWd9XlxgHJuu3ESAzpXznlGWwU19b2JV9iq+2vMV5eZyYgLFQPrkiCdpFyj0ZCRJ4s4Bd/rk7612KzbZ5nHslsZJM9R6vZ7OnVsmxeU/s0XJ6EdX118s+eGqTGatO8L6/433atSveW4ZE3vF8sJFvQD4Y1cet83bxg+3Dkev1XDz7HXcPbEbby47yAdXDmRQYgRjXlnBS9P7NVrnuLF46rfdrDpQyNJ7xrItq5QbvxIj/xfXD1EzKQDOfmM1+/MreWZqH64e3qlFr6E2ahrgqOtDiFvloleP2slRR/loiXS6I9nJl3eNDm5gS99QPOoCZ2ecuFB/n4OikvmyM7uMjlFBVFurqbZWc2WvK7ml3y1oJE29wS6j1YhDdxyHNZJh4ZOJCqibzvjK5leIC4zjmj7XsKtoFw+ufpCE4ATig+J5btRzHtuWmkq5bMFlPHLGIx60BwijH6APYEb3GVyXch0gBooBswfw4cQPkZG5ddmtzD53NktmuIKHRyqOcLD0IJf0uASACksFz6x/hst6XsaguEH4wgujXiBQLwa4n6b+VEeECYSxXXxkMXaHnendp2OxW7jqj6u4sveV3DvoXsYnjVe3rbHV0D64PUmhrrjEcxufY+nRpR7a2wpuXX4rVZYqvpv8nc9rPFH87bI+ZFnmr8xiDuQ3nJK29WgpxytMauCqNqpMNg9xoeFdopAkWHuwWNXdVYocjpYYWXWgEJPVwZLdLV+ynZ5TzqHCalYfKPToFOHeG89md3CoSHxu904qrQWFo/ZFfdQH98pFxaMOrsVRhxp0XgNnfwdckJrAj7eNUCmQ5sBfpyUiUE9+pamO2FFtKGXcRVUWkiID2ZC3gZnLZnKw9CDvbn+X25bdRlpBms/9RySOIKnmSXTBe5mVeylGa93n50jFETV7AkTZds/Inl71nqssVXSP6E58cN1ZR3pROtcsvIbpv07ns12fMe2XafyU8RO3p95Ox9CO9I3uy+dnf87u4t08vd6Vnvdn1p+8vPll9X25qZzdxbs9BJ+8odRcyjvb32HL8S38mvmrzwyRRYcXeRTHvDD6BaZ0mYJDdvCfpf9Rc6/3l+xnxm8z2HLcpSEyseNEZvafWWf2IMsyicGJHiXsrYG/XdbH0WIjlSZboxSqFD4vq8RIbKgnL2t3yNRY7QT7uzy/iCA/+iaGsTajEJ1WeOC9E0KJDPIjq8SoFkGsyyzC7pBbVHxFMbxfb8yi1GihX/swDuRXqgOGso3VLj63+/KWxrwtx+geF4LRasNPp2nW5/TuUevVgpeiKovXYpe/C/RaDQOTIhresAHEhYqil2MlRobXU7TjLmifFBnImPZjmH3ubAw6A5/sEpkXIxJGMKSd92KsI+VHKAz4GKoSGRQ+1WvQUaEZjFYjSSFJfDDxA6/HkmUZf50/70x4x+v63pG9+WjiR3y+WyjiDYobRP+Y/pzb+Vx0Gh01NqHzcajsEHuKXUKct/S7hZv7uXR+OoR28Ag2+kKZqYxZ6bMoMBbwa+avjEgY4XXG8Pb4t1VqpdJSSdfwrnQM7YhG0uCv9Vcpno6hHXlt7GseRUHD4ofRO6o3NbYagvSuAHaltZKHhz7MS5teYtHhRZzTuW7BTkvgb+dRK/3yjBa7RzlybZhtdjVC7s2oKfsG1WorPyo5mu1ZZezJqyA62J9APx0dIgM5WlzNuowiQg06yoxWdufWP8o3BUrD0BCDjj/35ZN2rIzR3aJV0SEFippadLB/q3nUsizzf7/s5rWlBzBZvGtRNwbuMxUlayTEoFPbcRVWmYluZJfnfzJiQw0cKzH6FHdS4N4iKikykApLBdXWapLDk0m7Oo2d1+zk8p6X+9zf6rBi0eThMLdjYrsbvBaPzDswjyf+eoKfMn5i/Lzx5FblsqtwF1N/nsruot3qdpuPb2bS/ElsyNvg9VwGnYFAfSAvjX6JW/rdwmPDHkOSJAbMHsCR8iMUGAu4YfENpMametAFRTVF/JLxC5UWIZfwZ9af/G/N/7x6/+7oHdWbTVdt4tmRz7LikhUkhXhvHrGvZB8vb34Zs93MkqNLuPCXC9VA6Nvj31aLdsx2M13DuxJhcA3EuVW5jPx2JAsPL1SXOWQHl/52Ka9veZ0dhTs8Ghq0NP52hnpXdpn6f32CNkeKjKrX7c2oKYbafYoOIg3L5pBZuiefpEgRHEiKDGTzkVKKqizMHNcVaFx3DnfY7A6Kq8wUV5nrzAYUeuM/Y7ogI7z9UckxJEUGqR1EwNWW6cweMapgfkujzGilxmpn0+Fiypw50M2B+31VxK5CDDqqzDYcDtlZPv735KdbErEh/uzPr/Qp7qTAw6OOCuT3Q78zc9lMNJKGh9Y8xJSfp1Bs8t0GqltEN1Kl59CF7uS9jGu8blNUU8SR8iMMTxjObam3kRCcQLghXORcu02qkkKTuKnvTaTGpHo9ToGxgKsXXs2478eRVpDGCxtf4Jn1z3Bb6m1EBkQSFxjHZ2d9xspjK5m7b6663/6S/by8+WVV6rTQWMiOwh0N6klrNVrmH5jPFb9fwY6CHV4HIYDD5YeZt38exTXFjE4czYujX1TV+n46+BPTfpmG3WFn7v65zPh1hse+7YLace+ge9XO7SA601zR6wpGtx/Njxf8qPLxrYG/n6HOKVdbGTWkPAZCB+KYN0Pt5ErdqQ+AQR0jMOg1WGwOVTazY2Sgmg43bUAiPduFNLnlzmUfb2DQs8sY9Owy7p6b5rFO8fhHJkczulsMgX5aBnYMd8l4Og1yRn4V7UIN9E4IxWixU1zd8j2GFbF7k9XBuoziZnvUBr0WP2e2imKowwL0yLLgp4sqvQsy/dsQF+qPMt560wxREOinRe+k4zpGBjKj+wxmnzsbjaRh8ZHFHK04Wq/AfZmpjEzpA5A1DI+5wOs2t/a/lSdGPEG1pZobU24ERBn62+PfVlPTSk2lHKk4wu2pt/s0oLGBsdw/+H46hXZCr9XTPaI7l/S4hFv63kKoXyh+WiGLu7t4N8eNLi90XIdxrL1srZrnfGnPS/njoj98cs7uWHVsFenF6fx+2HeK4uQuk9l05SYSghOotlYzKG6QmmQQ6h9K57DOVNuqmdJlCq+OfdXjvBpJwzW9r/FobLCzaCeX9riUMe3HkFGWwdV/XO0x82hJ/K0MtcMhk55Toer3FlR4DxKCMNSSBP3bh6sUiDsUjzq4lkftr9MytLMYZZVUKSXI0zUmiPiwAEZ3i2bLkVJVXa4h7MwuY8vRUi4Z3J5BHSPYeqTEY73a2TkykJem92X2jWfgr9PSMUqowxU6U9kyCqtIjg1Wr6c16I9ctz5/RVXmZqUAKlC86iCnV67kEH+/5RgVJu/l4/82uDdNqC+YKEkS4YF+GPQaYkL8KTWVqlkeCvWRGFx/JlINOdhrOnFuB+9FG1uOb2Hqz1O54o8rMNldz8GDqx7kwVVCDe+XjF+4ecnNHK046vM8eo2e/jH9+XjSx/SJ6sP07tMJ0geROjsVm0PINNyw+AamJk/lvwP/q+5nspn4LfM39dgvb36Zz9M/r/czKXhvwnukXZ2mikF5g8lu4s1tb7Ll+BYeXvMwz210ZbJMSJrA6+NeJ9QvFKvDWke0CmD2ntlcvfBqjlUco6imiJsW38SHOz4EINIQic1hw2hrHUrytDHUNRY7by07yOoDvvOsDxdXU2W2MbGXqDoqqPTtUR8sqKR9RADd44LrpT6C/esaotHJikqa01A7I/ujuwlDM6pbDBa7g01uBveXtByOFHlvI/TNxiwC9Foem9yb8T1jyS03efDrWSVGgv11RAb5ER8WUEf855jTq84oEIZaKYpwp0WqzTY+XXNI1afwBbtD5ot1hz1mIz9tz1ZnHXlOj7qT8xzNpT7ANQgGOoOJ3eJCGNIpgs/WigKHNkPtyqX2Je7kjohAvaot8tWer3hs7WMA3PnnnYz4dkS9dQXhhnDGBb2CPmwL7+y92+s2NbYaEoMTeWbkMx45wckRyXSLEA0tLu91Oe9PeL9eNTkHDq5eeDVn/XAWsiyzPGs576W9x7Tkaeg0OrQaLc+Pep4VWSs8MlUqLZW8tPklVTskryqPQmPj6i5WZ68mdXYqmWWZPrfRaXTM3jOb/aX7+b/h/8fNfV2BS7PdzLRfpvHhjg95c9ubvLjpxTr7n9/lfF4f9zrtgtsRaYjkvYnvqeXtUQFRfDv5WwbHtWh/Fde1N2YjSZKOAJWILpo2WZZb/Gr0WolvN2WxNau0jmi7gnRnIHF41ygC/bR1JCLdkVFQRXJMMB2jgiiszMZosakGA3xTHwDnpLTju81ZDHYqtfWKD6VHXAhTU4WGwtBOkUgSbM8qZWz3GIwWG3fPTWNaaiKvX5rqcaxKk5Vfd+QypX88oQa9qleRWVCldirJqtUwVIEyQGSVGGkXFoDRYic5NljteO0+AK06UMizv+9l+7Ey3r18gM8f7SuL9/PhqkzyK8w8fG5P8itM3DN3B9eN6MSTF/Qhp6wGvVbigtRE3l5+sFk51ApUj9ptMLzijCTumbsDoEHDdDriePVxVh1bxaROk9Sy5ROB0lDBl7iTO8Z0i8HfKS17a/9bqeglspB6RPZosK+fLMukmUWl3ah23vVnRrcfzaL2i+osv6XfLQC8te0t2gW249Kel9bZxh16jZ4JSRPIqcpBkiQSghKYljzNo0zb6rCyr2Sfx3UnBCew9rK1BOvFb+SNM9+o9zzu6BDSgQj/CK+l7gr8tf5suWoLJpuJPcV76BbZzWNdhCGCAbEDOCP+DI9sFAUxgTEMihvE13u+psZWw7Ru02gX1M71mexWHDh8lvGfCJqSnnemLMut02IX0Gk1XDa0A28tP0hWsdFrfurO7HIMeg3dYoOdaU3ePWq7Q+ZQUTVjuseo9MWxkhp6tHPlg1aZxbSxNvUBgvJYft849X1YgJ7F94xR3wf4aekQEajy4IcKq5FlIYep6JnIsoxDxqnCZucKp46yIjSUUctQJ8fULZxIdHb2OFpsJNKZIZEcG4xBryUu1N8jmyWnVHjCv+/Mo09CKLeNqytC8+uOXD5clYlWI6kcuxIUzXQGKvPKTLQLMzC2ezRvLz94YtSHcxB0HyDPTYnnqd/2UGa0/i3T897Z/g6/Zv5Kh9AOLZI7q1AfDVU4Ajw22TUdL6opUtPJ3OkDX5AkiWrHcWxVfTmnY93WdvVhQ94G7lt5H4H6QMa1H9eofW7ue7NahNIrqhd22c61i65VC1w+3PEhU7pOYWj8UHUfrUbLH4f/IDk8mc5hnXl83ePcmHJjnSpDb0iOSGb1Zasb3G7+gfn8lfuX8PInvKcKLwF8fraLZnGXWnXHnuI9vLb1NQA6h3fmnCBXOp67TGpL47ShPkD0o5OAbzdneV2/K6ec3vGh6LSCp1M46lcX72fmbFfL+OxSIxabg+QY33xulbNFVLCP9lsNITk2WDXUSm+7gkozBwuqkGWZqe+to+sjf/D4L7vpHR9K//ZCurNjVCB6raRmcLg3PK0Ng15Lu1CDs4FroXpeEOL17kHS3PIagvy0TOmfwCuL93OgVhuocqOVB+fvYEinCG4f15X03HJKqy3qcZXPkldeQ0JYAP3bhxPiryOkmfcHvHvUBr2W6QNFCXvsaWCoH137KI+ufbTR2yeHJ5MYnFind19zERPij1YjqVRTY/HG1jd4fevrTdpnasxr+EWu56M9zzW8sRvig+KZ1HESH038iAeHPtiofS77/TJuWix0oistlfya+auHp3lWx7PYW7JXzalW8M62d1h2dBlVliqKa4pbXLFuQ94Gjlcf56NJH3lkcDQWIxJG8MuFv7Bk+hImdJjQ8A4thMb+CmVgiSRJMvCRLMt1uq5KknQLcAtAUpL3PMaGEB8WwPiecczbcox7Jnb3aPljd8jszilnxiDxI48LNbDTmaq3ePdxcstqVG/2oLNqsWtssMozK22QFCjUR1Azp/bdYoNZmyEKX5TApSwLD7Wo0szO7HKmD2xPx6hAJvSKVae1eq2GTlFBqmF0b3jqDUmRgazcX0hJtYWLBiaqvG6HyEDWZrj4u9yyGhLCA7j/rO78tiOXtKwyursJCR0sqMRkdXDbmcmEBeh5+88M1mYUsTajGEmCvHITlSYruWUmhnaORKfV8Mm1g4k5AWNam6NWcNeEbvRrH6ZSOKcKdoedHYU7mmR0r0+5nuiAaNbnrmdkYt2OI02FXqvh02sG0zshtOGN3fDkiCfrVMk1hM2VnwAyI+JHN7itOzqGdlRbejUWn5/9ObGBQvogWB/MBV0v4LzO56nrzXYzB0sPYtB6Zo4snL6QQH0geo2e76d836RzNgavjX2NjLIMTDYTYf5hTd5fI2noEtal4Q1bGI31qEfJsjwQOBe4XZKkMbU3kGX5Y1mWB8uyPDgmpvn96648I4miKgtL93iWaR8uqqLaYqdv+3BAaPkWVJipNtvILBTrlHQ1xVtNjg0mPFBPiL+uTopeldlKgF6LzouWcmPQNTYYi83BsRIjGQVVdI4Ookt0EGsPFvL1xizCAvQ8Ny2FuyZ0o0+C5wORHBvsUTUJrsBlbSRFBlJSbaFvYhjPT+urLu8YFUh+hVnVjM4rNxEfHkD7iED8dBrVy1eg0CQdIwPplxhGiEHH5+sOU1RlVoOzB/KrOF5hIiFc/HiGdYmqowHdFCjdp2sPhmEB+hbXSmkOtBotb457E7PdTIGxoFH7vLH1DR5Z+wg/HPyh4Y0biTN7xnpkfzQG+cZ8bI6meZtV9gKsFX2ZkDSpSfs1B0PaDVE1ryVJIrsym8/SP1PXHyo/xMDYgXV4+Q15G1h2dBm/Zv7KnX/e2SD33lTsKNzBRb9exC1Lb2nR47Y2GmWlZFnOcb4WAD8BQ+vfo/kY0z2GxPAAvtnkmf6zyxlI7JsojF5cqOhJt/FwMUr9iGL0MgqqiA3xJyxAjyRJJEUFeqU+vPHTjYVCQRwsqFIDlyOTo1l/qJgle44zfWB7n/xucmwwR4qrRfVkrYantTG0cyQdIgP46OpBHsdTMj8UA5xbZiIx3IBWI9El2uWxK8gqMSJJoiuKTqtheJcotmeVAXDdiE4AbDhUjN0hEx9WvwrY6uzVzD/QcIPflMQw+rcPa/ZgeCKw2q38lfuXz/VKitgXu79gyZEl5FTlNOq4RquRMzucyUtjXmqpS20WHl/3OLP3zG7SPvf3fwX/qNV8l/FpK12VbwToAgj3D1ffPzjkQR4545E62807MI9v9n5DgC6ArIqsOmp6J4p8o3AAHx76cIset7XRoKWSJCkI0MiyXOn8/yzg6QZ2aza0GonLh3bg1SUHOFJUrQrD78wuJ0CvpWuMeK8ojy3b6/KEsoqNDEyKUNPYFCRFBrK/FmdbZbadEP+qHH9vXgVHi42ck9KOfu3Dmb1BDDBXnOGb/kmODcYhi+rJ2g1Pa+PiwR2YMah9Hc9D8XQzCqroFB1IUZVZNbDJscHscKvgBGGoE8ICVDppdLdoluzJp2tMEGd0jkSvlVjlTI1MDPdtqC12C7cvvx0QXTDqw4xB7VWq6mTC7rAzcI7oCfjjBT+qqWXuqLRWEqQP4oz4M3h25LONbsLw6LBHSS9K58vdX3Jjyo2nrBHGu+PfJVDXNOpol3EuSDLD4lvNz/KJDyd96PG+R2QPr9u9NvY1Fh9ZzPgO4xsduGwKzu50NgatweszcTqjMa5OHLBWkqQdwCbgd1mW6+bwtCAuGdwBnUak6ynYlV1O74RQ1TtTporL9+arXUayauUbK0iKCuRQYTUpTyzmrDdWYbbZqTJZ1Yq55iDUoCcu1J/le/OxOWSSY4MZ3jUKrUbijM6RHuevDffMj+3HyjwannqDN2PQNSYYSRLHOF4usl+UHoPdYkPILq3xKMgRKYAuAzzKmRM+ulsMOq2GztFBbDtaCkB8uO9peE5VDhpJw8tjXva5zanAtF+m8f1+wWma7WZGJo7k4u4X++QTg/XBvDP+HS7oegGfpX/GN3u/adR57l5xN/9b8z/e2vZWk/sLtiTyqvNw0DSOusBYwAVdL/DItDjdsDp7Nc9seIa/cv9qlSyKams1d/x5B29vf7vFj92aaNBQy7J8SJbl/s6/PrIsNy1k3AzEhhqY2CuOeVuzMdvsIpCYW6HSHuDKGMivMDMwKVzNjsivMFNlttHNzVBeMTSJW8Z0YXjXKA7kV3G4SBTONDfjQ4HwXAUlkxwTQqhBz+uX9OfpqSn17qcY2VeX7GfNwSKuPKNjvdt7Q4CflvYRARwsqCSnTETOE5y9A5Njg5FlV8odCIrEXfSnU1QgL17Ul5vHdFH3sTk5pIR6POrOYZ2ZO3kuh8sPNyiWc7JgtVvJKMsguzIbEHrIH078kNtSb+OTXZ/UySwAmPrzVDVrYvPxzews2llnG2+otlZzQdcL2HLVlmYFo1oCdoedO/+8kz8ONaws545bU2/l18xf+SXjl1a6shNHz8iePDvyWUa3b1rAs7EI0gfx5PAnuX/w/a1y/NbCaStzesUZSSzafZxF6cfpFR9KjdVOv/Zuhtot+JKSGEZFjY2sYqPKzXZ1M9Qdo4J45Lxe7MmtYOmefA7mV1FlttM+4sT4r+SYYNZlFDvPJ4xgY4JkBr0wsoeLqjmvbztmjm1eFDk5RqQI5pV5etSKx55ZWEVKYhhGi42iKrNHCqAkSVw2NMnjWCDSFUMNvj2ZOXvmMP/AfDLLM5ncZTJJ+uZl+LQk9Fo9c86bo+owbD6+mSf/epIrel3B+2nvkxKdwqjEUer2DtnBhKQJ9IoSDSM+nPhhoymMT876hGprNV/v/Zqh7YaSEi0GZZvDxprsNYzrMK7V6RBJkvhu8neqoFBjobSr8kU7nA7oFtGt1WmJ+prlnq44rfKo3TEqOZou0UG8tHAfK/cLHtrdow7216kecb/2YXRwChhlOLMdvFEPXWKCVLqgymw9IY7a/RyJ4QF1UtAawpCOkfRJCOWVGf2b/cNOjg3mUFE12c5iF6Ubd6foQLQaSR20jpWI9fUVVSgDW4IX2mNX4S4OlR8S/xftIjYwlm1XbfPogOGO99PeZ3V2w8UHtbGneA+vbH6Fopqm1VUdKT/CVX9cxd0r7gaER90nqg/jO4xn0fRFHkYaRFXcXQPv4uxOokIvvSidB1c9SHGNb/U5EEUmNy6+kQ15G3hj6xsewvLzD8znvbT3TgodYrFbKKhuXJaKO6wOKyMTRtIzsmcrXFUbWhOnraHWaCTevnwAJUYLLy7cR6Cfli61UsWUgGJKYhgdowI5XmEiPbeCUIOOGC86Ega9lqTIQDIKq6gy2U6IowZIjg1xvjY9he3Vi/vzy+0jT+gakp0pgpuOFBMd7Oqh6K/T0jEyUM0nVzJLfKUAguC1Aa8ZH1ctvIqpP08lvSidl8a8xCtjX2HW7lnsK9lXZ1uz3cwHOz7gqfVPNTnPd1/JPr7a8xV5VXkNb+wGJbVOaRfVJ6oPL499mfjgeI5VHuP5jc97SMLO3jObUd+OUqmbals1O4t2NjhAWOwWrA4rAdoANlyxwUPWUqfRYdAZ1KyC1kShsZC7VtzFpuPem876woiEEazLXcfW/K0Nb9yG0wqnraEGYYBfmt4Phwx9EkLrdBqJCzHQLtRAbIhBTW9bub+QbnEhPr3U5JhgMvKrBEd9Aul54DLQzTHUGo10wmlrykCx+XBpHQPbNTZYzSd3V+fzBWW24c2j/mCC6PSxPnc99628j4yyDN7e/rYqnuMOf60/9w26jwJjgUpFrM1Zy/WLrm/QcCsl2ftL99e7XW0MjR/KHxf9gclmwuqw8uGOD1U94cyyTBYfWezRziklOoXLel6mljgPix/GoumLGqQEEoIT+OrcrxiROIK1OWvV1k2VlkqmJU8jQBfAw2vqT/uyOqzcuuxWtuVva9JndEdsUCzfTf6O0YlN43G3FYhzNqSy14bTD6ctR61gamoiNRa71yq2O8YnU1EjNDuUaX1RlZkJPWPrbKsgOTaYVQcKsTnkEw4mRgf78fjk3pzZo/kFPicCZYCw2B11DGxybDAr9hVgtTvIKjES4q/z6BJSGwa9lucu7EuqU3/EHQH6AP6Y9geHKw7z3f7vuHfwvWy+crOqR/zq5lcpMZWQFJrEmpw1nNf5PH6f9ruaPrb4yGK25G9Bon6KZ3nWcsZ1GOfRaLQxWHp0KQ+uehCbbGNIuyEkBifSL6YfAJf0uITLe17uMXD3iOhRpxrxxU0vkhCUwDV9vIvqg+C+P9r5EU8Of5KVx1ayt3gvV/a6kpc3v0x6UTqPDXusQe1kCYm1OWtJDE5kYNzAJn1OBUarkUJjIYlBTTO4wfpgekb2JC4wrlnnbcOpw2lvqAGPoJc7Ria7lLI6ugXK6vNwu7plN9Tu7tJUSJLEjaNaprN6cxAWoCcmxJ/CSnMdj7qb83MeLTaqWiINceG+cr/v/PNOhsUPI60gjZv73kxicCLf7fuOSEMkZ3U6i+yqbJZnLUcjaegV2QudpGNH4Q5C/EKIMERwa/9bSQhOIN+Y76E2VhtpBWmsyV5DobGwScp0h8oOEaAL4JvzvyE6IJopXacwpesUALSSlte3vk6XsC5M6zaNUlMpY+aO4ZEzHvFoXXWs8pgqcuQLNocNs82MTqPjqRFPkVmWydKjSxnXYRw9I3syIHYAOwt3sr9kv+884S2v8fiwx7mgq3fx/sZgX8k+7vzzTr44+4tGCRYpCNAFsK9kX4PfQxtOP5zW1EdTEBXkp2on12eo3dP2gpoYADwdoWRr1C5SSXEGXmf9dVioETZCnc0X3jrzLW5PvZ12Qe1UCmHu/rksPrIYgDfPfJPtV29n+cXL+W7yd3QI6cAjax/hcLnQnf7j8B+8n/Y+OwvrT4F7ZewrRBmiVEpBwYa8DR6lxJWWSjYf36xyzP/p/x+WXbyMPcV7yK3K5aYlN/HM+mcAMZhuy9/GgdIDgNBquH/w/XV0g9+b8B4PDHmg3usbnjCc2efNpl1QO/y0fvx26DceX/c4E5ImcGUvIcZ/55938tWer7zuX2oqZenRpWw6voklR5fUe6760C+mH9+d/52atdJYKDOcUL+m6Yq04dTjH2OoJUlSjVFDHrWCE+WoTwd0ixOfp3aRSve4EG4Z04U5G7I4VFR9QobaIQuN3U/O+oTrU64H4LvJ3/HauNfIrszm1mW3sqd4j6oFnBqbyoJpC+gTLdo3bcjbQIhfCGd2OLPeczy+7nEu73U5M/vPVJfnVOVw69JbGTRnEK9sfgWA7QXbuWHxDWoe9AdpH/DJrk94aM1DrM9dT7/ofiRHuGRe55w3h4eGPgSIYOclPS6pkwK28PBC7lh+R719KL/f/z0zl85Ut7kh5Qa+Pf9bdb1G0vDO+Hd85uiG+4ezaPoiAnQBvLy5+QVD5eZyCmsKG9Wiyh3ndD6HjVdsVLn5Nvx98I8x1CCCZQF6bb0l0EpFIXDC6XmnA5LVtLq6n/mhc3oyupswnt5kVBsDRRPjp4yfCNAFqNoLG/M28umuT6myVnlNa9tVtEvtyvzGuDe4I/UOtuRvqbOdggpzBetz15NXleehu5EYnMgbZ77B1K5T1YFA0QpWPPYdRTsoMBbwy9RfmNJ1CncNvMuD1thdvJs7lt/B8erjPLX+KS5dUFf4vspaRVFNkdreyte9kJFVCik6ILpOp5Ou4V1ZeWxlHe0Qo9XIRb9exNqctdwz6B4WXrSQ5mJ97nru/PNOjwBpY6CRNG1G+u8KWZZb/G/QoEHyqcDag4XyF2sPNbjdlZ9skDs+tEDecaxULNj7uyyvfFmW7bbWvcBWQH5FjfzEL+myyer92kurzfKjP+2Uc8uMzTq+w+GQN+VtkrMqsjyWv7jxRXn0t6O9X1N1vpwyK0Weu2+uLMuy/GvGr3LKrBT5nhX3NHi+e1bcI1/w0wWyLMvyvuJ98iNrHpGPlh/1uJ512evkXYW7ZIfD4bHvqmOr5IWHF8pjvhsj/5rxq7p8V+Eu+YKfLpDTC9PlAyUH5O/3f9+4D98M5FTmyCmzUuRv937rsTy3MleeuXSmvD53vVxQXSDP3j1bzq3MbdY5SmtK5V2Fu2SLzdISl9yG0wTAFtmHTf1HGerG4olf0uWODy2QMwoqxYJ518vyE6GyfHTDqb2w0xBWu1XelLdJPl513GO5xW6RHQ6H/GX6l/KDqx70WGez2+RDZYfkKkuVLMuyPH7uePk/S/4jV1uqfZ5ny/Et8hPrnpC3Ht8qZ5RmyLIsy+uy18kT502UM0sz5W352+Tx34+X04vS5fFzx8uTf5wsv7b5NbnaUi0/sOoBeV32OvmS3y6RL/3tUvmJdU/Im/M2exx/U94m+ZYlt8ilNaVez7+3eK9869Jb1XN7w4sbX5Sf3/C8z/UKMksz6wwitc+VMitFXnJkSYPHkmUx8Llfd2Zpprwya2W952jD3w/1Gep/FPXRWPTvEIafTkO0s70VeaKHH2lzTt1FnaaotlZzw+IbWJa1zGN5VkUWb217i7zqvDqdl7UaLftL9quNRn+c+iNX976aXzJ9a0zkVuWy8thK/HX+HCk/gizLjEgcwdIZS+kS3oV2ge0Y0m4Ieo2eL875gokdJ/L13q85XHGY9KJ0CmsKeX3c63w06SOeHPFknWyIdTnrOFJ+BK3Ge2aHLMsU1RR51QVpKhyygze2vYHV7qJRnvzrSe5fJbjrruFdWXXpKiYmTWzUsSbMm+CRn73g0ALuWnHXCV9nG/5G8GXBT+TvdPeo7XaHiwqoKRPe9BOhsvzpWaf2wk5DWGwWeVPeJjmvKs9j+apjq+TUr1Ll9MJ0r/uN+GaE/Oz6Z2WL3SLP2TNHvmfFPXLKrBTZbDPXe74vdn0hp8xKkSvNlfIPB36Qn13/rMf6/SX75UWHF8mV5krZ7rB7rNtbvFf+z9L/yGfOPVPOKvekakprSuVKc2VjP/YJYdmRZfKArwbI+4r3qcs+2fmJ/ObWN9X3v2b82qBHXW2plqssVfIfh/6QFx9erC4vqC6Q04u83/c2/H1BPR713z+a1gxoNJIr71jxpsOToHCf6Kd1ijSGPbDvDzi2ASa1mvR3o2CXhVSqTuP5qIxMGMnWq7Zy/aLruajbRUxNnuqx/rvJ3xHqF0qlpZIXN73IHal38OSIJ9FrvBfdfLrrU+wOOxd1u4hhCcMw6AxkV2azp8TVDfrJv57kh4M/oJE0rLpkFe+lvUeALoDMskzuGnAXK46tYF3OOiZ3mUyYwVPZLtwQXu/ntNgt3LvyXs7vcj7ndj7X6zYzl81kTOIYruh1Rb3HGt1+NGsvW6sG7mRZ5qa+N3ls8+2+bwn1D2VSR89uK/MOzOPPrD/5YOIHvJ/2Puvz1vPa2NeotrlayRXUFFBp8dRXb8M/G/9KQ+2B3O3itd+lsPoVqC6EYN+VjSftmr5zZi1MfOqUDhz5xnxuWHwDL4x+gcldJqvLLQ4Lb297m93Fu702EMiqyEJGZkTCCFZfuppqazW/ZvzKmPZjVDGnnKoclh1dRnJ4MpllmVgdVvQaPTlVOcQGxnLXQM/p/cC4gUQHRHN2p7MJ9Q9l9p7ZdIvoRnFNMQ4cXN7jci7ufjFRhqgmC13pNXoKawrrpT60krZRKXF+Wj9WHFvBzsKdPDDkAbbkb+Gh1Q/xzoR36BMlUhY/mPgBIX6unpYO2UFmWSaVlko186RDSAe6hnfl450fszV/K4tniLz1r3Z/xa6iXfxxUdNkTtvwN4YvV/tE/k536sMD+XtlefNnsnxwmaA/Dq0+tddTWSDLr/WW5df7yHJV4am9FlmWjVajvClvk1xo9LwWi80ip36ZKs9Kn+V1v2sXXitft/A6Ob86X/5m7zfyxtyNcsqsFI9sjNe2vCanzEqRr190vbps6/GtcsqsFHld9jr5qb+ekuftn6euczgc8ue7Ppd3Fe6SZVkELd1RZCyS+3/ZXx773dgT/dgnjHe2vSNP/WmqbLFb5N1Fu+VH1jwil9SUqOvTi9Llt7a+JVvtVlmWZbm4plhOmZUiz9kzp86x9hbvlTflbVLf51bmyvtL9rf+h2jDSQUtEUyUJEkrSdJ2SZIWtOK4cfIR2xMG3wDt+sIZMyEouuF9WhNrX4fqArh0zqm/FoRIPVCHstBr9bwy9hWWZy2n0FhYZ78XR7/Iq2NfJbMsk+c3Po8kSay+dLWHVz6j2wweHvowb5/5NnevuJt1OevoGdmTuZPnkhqbSkZZhpqLDUJm9PWtr6sVkUuPLmX89+N5dsOzgFDRs8t2IgwRzfqsL216iTe3vul1XYGxgCv/uJJ1OesadayZ/Wfy84U/U2GuoFtEN54b9ZzHde0v2c/n6Z+r986gNfDKmFfqSLKCyNfWSlpV1CqrMguTzdTET9eGvzOakvXxX2Bva13IKYGpHNa8DiWHBd1x7ksQ27Sy3BZHcQbE9ARLNbzWy0XNnCJklmdyw+IbvCrlzTswj+0F2wn1r1uSXGAsYGPeRoa0G8KqS1fRP6Y/a3LW8OexP9VtSs2ljG0/ljl757A8aznl5nL8tH4UGAs4bjzOV+d+xR0D7lC3jwmM4acLfuK/A/8LiArFwppCDpYeBCA5PJllM5Yxb8q8Zn3WGluNT+rD5rARqAusw9X7gk6jY/PxzZzzwzkMnD2Q5zc+77F+cpfJbL5qM/HB8YBQ1ese2Z2EoIQ6x/r90O9cu+haVY3wtS2v8dHOj5ry0drwN0ejnjpJktoD5wPPAfe26hWdTOSmwfKnIL4/RHaG0iNQkQcdh5+6axpyE1iNoNVDZS5UN01Ev6XRJawLn531Gd0jutdZZ3VYGdt+LP7autrfv2b+yuIji+kS3oW0gjSmJk9lzp45xAbGMiFpAgAPrHqAQXGD8Nf6M7TdUM7tfC422cadf97JtORpVFgquDHlRvrG9FWP614a/vDQh/nfGf9T3+u1eibOn0jPyJ7NMtZPjnjS57qE4AQ+OeuTJh2vb3RfpnWbhlbSqtWUCmRkvtj1BQPjBjKk3RDW5azjoTUP8cuFv9Tp8zghaQLdI7pj0DrVCse+iozvUvc2/APhixNx/wPmA4OAccACH9vcAmwBtiQlJZ1ccqe52Py54KXLjon3P/5Hll/tcWqvSUHhQXFtO+ae0ssorSmVN+Vt8praVl/BRZGxSD5edVxNt6uyVMnl5nKPlLrt+dvlfcX76lTYpRely+tz18sX/nyhvOX4Fp/nyCrPklNmpcjPbXhOXfbs+mflZUeXNeUjqpi/f748c+lMr+vW566Xr/r9qjoVms2FzW6TB3w1QP4w7UNZlgXvvCBzgWy01q0grTBXyNvyt6nfwaLDi+RDZQ1X4Lbh7wVOhKOWJGkyUCDLcr1tIWRZ/liW5cGyLA+OiWllfWabRfydKIxOjYpAJxcc0wMq8wQlcipgMcL2r6H0KAQ4+Uxjyam5Fid2Fu3khsU3qLoa7qgvs6LcUs6anDVc0uMSVlyygkBdIIfKDvHxzo8BUUhjsptoF9SuTrdpo9WIn8aPn6b+xKC4QT7PYbabASGPquDRYY+qHntTYZftmO1mrw0OJCT8df5eZw/NgVajZeMVG/lP//8A4MBB3+i+BOjqarbsKd7DNQuvYW/JXqx2K/evup8lR5qvvteGvyF8WXDZ5Sm/AGQDR4DjgBGYU98+rZ718UZfWX536IkfZ+HDsvxcguv93t+FF5u18cSP3Rzk7xHn3zlP6I48ESbLfz7X4G6tidKaUnlj7sYmF4t8t/c7Ncvjp4M/ybIsy5/v+lwe8NUAucpSJW/P3y6nzEqRVx1bVWffS367RE6ZlSLfu+LeegtkTmYJtZKd0ZJYkLlAzZp5dM2j8vjvx3vdrsxUJq/LXieXmcpkm90mZ5RmyAXVBS1+PW04teBEPGpZlv8ny3J7WZY7AZcBf8qyfFVrDRyNQtlRUZxyoqgugkC3Ts7xoiuIWgRzslGeLV7D2oNGC4awU+5R22QbkiT5LL32hfO6nMfSGUtZk7OGj3aIwNelPS5l4xUbCdIH0S2iG5+f/Tn9Y/rX2ffF0S9yY8qNHK046rNABur36JuDtII0blh8A0crjnosd8gOLvr1Ij7d9WmLnm9NzhoWHBJJVFf0uoInhj/hdbtAXSCB+kBMNhOVlkoyyjJavdN5G04v/D21PiYJUfgTNmLdz4ahN7vehyZCUIwr08JqgiWPwe/e9YVbHO6GGuDWv2DSUy17DocD/noHynMa3hYhqXnD4hsoMjYtqGmymfgr9y/+O/C/fHP+NwAYdAa+2P0Fy7OWk1+dj4TkVcTebDfTN7ov8y+Yf1INklbSYnfYPZoUgPgsw+OH15E0PVE8N/I5NeiplbQ+u4NXW6u5euHVLMtaRkZZBvevup+MsowWvZY2nN5okqGWZXmlLMuTG96yFZG1UWREABQdOLFj9Z0BI+50vZckUaEY5cwsyFgmjNqBRSd2nsaiIgckDQQ72ySFJYJfUMuew1IlBp8N77uWLXwYNnv3FocnDOezsz4jJrBpcYesyiye+OsJPkj7QO3sopE0/HjwRzblbeL7A99zx593eDXEPx78kbtX3s2HOz5s0jlPFH1j+vLluV/SLaIb5eZylmct5+u9X1NgLODhoQ83m/v2hYyyDF7a9BKlplJuX347b2972+t2IX4hfDjxQyYkTaBPdB9+uOAH+kb39brtKYEsgzPf/qTh0Ep4eyAUnqAN+Jvg71dC/vu9YHbqHBTug6Rh9W9fn3bH0fXCew3v4Fp29nOu/w+tAH0Q3LkN8veI8vIuY8U6h13QEy2J8mwISQCt82tZ/75Yds7z9e/XFBhCwS8Y3ANmh1eL1MQhN9XZ3OZoHvWREp3CkulLuGXpLVRZqxjbQdy3Xy78BX+tP8erj3N2p7O97ntDyg2kF6U3WRj/RFFlqeLuFXczvft0ntv4HOXmchKCEnhx04vcN+g+rku5rkXPl2/M58eDP3Jh8oU8PeLpOvokCrQaLWH+YRhtRow2I0crjtIptFOLXssJofI4vN4TkifBVfNP0kklKMmEqnyIqZs6+k/D38tQVxVAfjqMf1w8HNENfEEHFsOK5+CmP13Gzx2zp8HQm+CsZ13LZBnKsoQxy1wBnUaCzg/+fFZ48HduEfTB/Oshtg+Me6jlPl/7IYJ+UZCXBlnrW9ZQb/5UeNWVeeJ99hYo2C3+FDyXAP0uhilvsfToUl7e/DLrLl+H3s83X1wbsiyzIW8DL4x+QdX2AOFFfrv3W0YljqrTDkuBQ3ZwRa8rGN+had3ITxT+On/MdjMWu4WZ/WaSFJpEv+h+LDm6hOEJLZ9bPypxFBuu2IDVYcVsN9MhpIPPbe9ZeQ/D4ofROawzb2x9g41XbFS77ZxyKM9SxtKTd84DojpVzdz6h+PvZagPrRSvXcdD4sCGt7dUicBgXhq0r9Wt2VINthpXap6Cyjx4q5+gREoyXV5mQirs/wNMFcIrDW0PK58XlYy9m99R2gNDbvR8HxABNWUtc2wQ6X+LnAUilc7S7LIs13pZBnMFWKth6yyY8haTOk6iR0QPtTFqo0/lsPB/f/0f8UHxvDzmZVJjUwHR729Nzhp+yfyFGd1neA2grc1ZyzMbnuGBwQ9wTZ9rmvFBmwe9Rs/s82aTXZlNpCFSVb+7pMclrXI+u2zn7W1vEx0QzatbXuXF0S9yfpfzvW774ugXiTBEEGWIYmTCSK9pfKcMVfnitYVSFxuF/HTx2sTYyd8Vf69gYuYKYbzi+wtDk/ln/dvH9nHtVxtKxZ971gdASDwEx8GxzdD/Ckh2irsnDABkOL4TKnJh/GOQOAh+mgmF+0/oYwHCSObtdNE6AAGRwnDafffxaxKy/gK7RRxX8YIqXVoaVOVD0UHXe7sNq8MqqA+padRHsD6YPy76g7zqPNbnrVeXD4sfxspLVvLjBT9yfZ/rve47KG4Q4f7hann1ycT/rfs/zv3xXK5bdF2rn0sn6fg181eKTcW8O/7dOp3R3RHuH47RaiSjLIPCmsKWDbJaa8RMq7k8s/Is6Qz1b9eicFZmnuKsqJOFv5ehzt4MSSMEN7xttqAuLNW+t591nng95MVQK1Om2sJHkgTxqaLoZdoHLv4rPlW85m6HL6fAz7fCpV+LZRtbQHehuhA+Gg1prq7WBEaK15rSEz8+iAFL6weDrnXNJKrcDHXpEVexz4g7wWHj54yfuWnJTU02DBpJw47CHbw34T2u7X2tx/I3tr7BQ2se8pD5dEfX8K6suWxNHa3mkwGtRkv/mP7clnpbq59LkiRWXrKSq3tdTXRgNJGGSJ/bvrH1DZ5e/zRf7f6K17a81rIXsvFD+P0+2N7MDkfKYK9tPDV2wjBViNdTLLFwsvD3oj56ni8Ei8BlQIsOOL3dWjBVuIzxsU1grgL/YNd6tSoxqu6+8f3h4GLxAIY4MzCCYwTdsXeBEE4afAOExkOnUS5K5kSgpua5cdRKdWJNactoZB9aBR3OgIlPupZVHhd8/IUfCM4/MBKedAXxpiVP44x2ZzTrdE/+9SRmu5kF0xbQUd9RXb7wyEKOVx/nYOlBhsYPbe6naRXcmHIjRpuRbuHe+fOWxi+Zv/Dy5peptFSy6tJVRGq9G+s7BtyBXbYTFxinijO1GJTfVHNnhoojYT6JzQyMxSKmc+b/Gt72H4DTy6POTRPTf1+Y9BSkOgX1o3uIV1/pOaVHxOug68FhhaN/ea7XGSBpuMsQuyPSKYpT28MYeI3rYexypnjtfhaEJgj+1xesJuGFL6hHz6p2DjWI67vkK89r3P0TvNTJ949i7wJ4qTMUZ3ouryqA/F3Q9UzP5ZV5ENdH8OyBkSJQCnBwKexfKMT8m+kpvTLmFQC1d6KCXy/8lbmT59Inuk+zjtuaeG7jc0z/dTom+8mREU0vSsdf689bZ75FmJ/3rA+AUL9Qqi3VpBWkUWGuaNmL6HEuRHSG8mPN2/+8V+DK+TDmftfz09owFgunQ3Fm/uE4vTzqH24UwblLvUzBynPAVCZGf41WGFNJC0U+vADFUPe/XHjNivFV0Hk0dPaRH933YsHl9r/cc/m4h8T5jMUuOdQhN3lNa1Mhy7DgHpECN+x239tVOAtQQt0MdViip4cN8Ot/wVwuBrXOoz3XFWfC3CvF/37Bnut0/jD5Teg0GnK2wZyLYMYXMP1zEXTd+T0giS43Xc+E47vAZubrvmey5MgSVl+22ve1+4BWo+W5Uc/V0VgO0AXQO6p3k493MvC/of8jqzLrpAXrHhv2GJf3vBxZlutNgfzh4A98uutTIvwjGNdhnIei4Amjuki0ostNa/4xuk0SfycDsgxT34Uja2HpEy1fFHYa4vTyqKN7+PaQ076GD0aCTQjxoPODqK6C1vAGxVDH9oQJj0N0sud6m1l84d6g1QkeV1cr/cluhfQfhHiTO2frcAghJW/Y9Ans+AbGPgw9zhGecNbGutuVZ4MuwMVLg/DSN33immU4HMJIQ90yd0s1fHel8DD+uwNC4jzXG8Jg8PXiPhjCxHS18rigdCI7w7avYP07UHxQrE8YAPnpXN3jct48803vn60BPLPhGR5d+2iLdPY+WUgKTfIq3u8TVhPsmu/7WWoA+0r2ceEvF3L9Yu+BVQUXJl/IF2d/wdfnf82t/W9t1rl8Yun/weFVIjOqOYHrLy+AlS8JCvBkCJpJEqRMF87Uzrn1byvL4vupb8Z7oijOhKwNrXd8TjdDHdNdpMR5e1gK94nCFD+3NLFOo0Wqns3ima0AYDdDeEdhdCpyRVTbPdXtj/vhjZSmXZ9CNwy61nP57/fCx+MELTHvOtdDIcvCQ+08FsY6861/uxt+uKluhD0wUvxQ3AcA2S6uU+HArdUw6Drxv38tj3nfH1C4F6a+J4KGOW5ih7IMK190GXyFSik5JK7l8GqI6CiMv+wQA1HCALCZsBYfqFdvoz5c1uMygJbnVE8nrHlNzAT3/d6s3RUa4z/9/lPvdkH6IKqsVazJXqOqBrYYjCUQ1xcu/qLpAUG7VTw/mcvhq6mQv7vhfU4UFXmw+TOw28Tstr5B8thG8f0sebT1ruedgfD52c0erBuD08xQ9wSHTXRcqY3CAy5eWsH5r8GIu+Cvt+HdwZ687ZgH4G6nYSo6KKLaudtc66uLhRFvCpRAW8p0z+VJw6GmRBi98hxXxWJFrmir1XMyaJy3uuf5UJ5VN7Vw9H1wXa0uZ37BoNGJYwP4h8CUt8Q1KAZbQe52wbsnTxJUi1IQoHz+lS+4jLdfEPiHiX12zRPXHOGmYxHdQ81y+Sj9cx5Z+0iTbpOCQXGDeGDwA8QFxjW88d8Vyswte3Ozdh8aP5Qvz/mywfL0Lce3cPvy23lu43Nsza9XcbjpqCmBwAjhDZc1kaeuKgBkV0CyJfP+fSE/XThH1mrhVdcXxFTyrY817/tpEprL8TcCp5ehVioNa/PODruYksfUMtSSJGgK5SHxpf0R71Roc29rZSyCIC8ZH81Bl3HiNTAaUq+Az84SVIQ+AM57VXj9CnpOFsJPW75wu5YS71MzSRI5z0qu6OHVrnSkynwXDQTQZ5oI6uj8REGOe0qfkp7oHkgMaee6HyHtIKKTa11UsuD0/UO51azhuVFuZfWNwYYP4Yvz+WrPV7yy5ZUml5//raAUKTUz88chO7h20bU8uq5+j29wu8F8etanzJ8ynwkdW1ZzhJpS8Zx9Mh4WPdy0fZXUvFhnzMFU1rT9174Jc2Z4PssNQcnYUhy3+opelGf8xsW+tzkROBwuvaBWbJt3+hnq5Il1A2FlR8Fm8l0yHlMrA8Rug1e6wUYhUk9AuDA87sESY3HdqsTmIiROBOqu/lEYvbw0EYwLjBTqfO78uM4PBlwFBxa6FOz+ehteSRZ8Z20ERgqPx2qCry+G1a8Ko/BadzGtU9BhiMhKATCEe3o2mSuEx+xujEPiXA94SLzgqRXoDWIGMOZ+LH0uanSfQBWLHoKja7k79U5eGP1C0/b9uyFpGIx7RMxazFVN3l0jaXh+1PM8Nbz+gFiALoC86jzW5a5TdOKhqhCOpzfnqj1hLHEWkqU2PaCoFLvENtOjXv2KKD330qzBJxRnRfnd11f0kpsGXSc0X9ysqlAE2r+a6p3a0GiEpIVGX3/G2gni9Mr68A+Gq35wvc/fLUZ6q0nw0e18RLojOosbpWhUV2QLykHnVtIanyp0LRTU1qI+UQx2BoMCnMHA3DQxjQxrX7cH48BrYe0bsH02jHtYGNL4fsJA1kZAJBhL4dgGMVh1PVPwico5Oo8RBn//H9D7QhEcDIhweTZ2q4iO97vY87iXzBZl4sueEIOLJMGYB6H7Oa5tRv6X15bcjClrAbPjJgKy+B6iujbqliQFxpEU3rLSoD6RvUUMxu7B2NZG6RGRxtjvEhh1t+fz1gRM6TqlwW0KjYU8vu5xAMa2H0uYPgRedToA/8upG7NoLGRZODJhiYI6S58vjFNwA2qJh1eLOIZSMBXdHZCaXpzlHyKeW32AmIU2xqAaiwUl2Gk0XPihiEX5wnmvAjLMv1HIQLirZTaE7V+LGUbqlcI5KtgLcbWylQ4sEZ/5zq0Q5lur5URxennUIKZAJYeEd/L5OfDZJFHscd0C3/oeWp0wHgr1ofCG7l5iwgDBDVcXCyrFYatbldgSCI0XMqW528SX7K3aK7IznDFTPKDGEhHE63Jm3e0A+k4XudornhczjY4jBWUTluSaah1ZK4KO1YXifUC4y7MpOgCWSrGfOwLCxfa6AMHVG8Jg/KPQ3rP11f2D7+d/jlD47S747b/w6QTX/fUGm1lItY55wDPw25pw2MV1fX5Ow9u2JA6tFPcdWRjpVgwmxQXF8cHED5h97mySQpLEs6ygvu+jIUiSMDJjHnBV3x5voHFGVYGoCziwGPpcBDcuFbILyRNFTUFjYa0RHnlEJ3EvPxjZuHtodDpZofGirqK+QaXjcOg4QszK9/zS+GsDEdeJ7QVnOAO93uitzZ8IpyuioysO1Qo4/Qz1sifh/REiXchcIb7IL6c0zGElDROjM7iCke5T/a5nCo9Rdohg3yM54n1rICFVZAEYi8T/3nDuS2K6eHApINctRFEw+EZRCXlso8joUDynhP4uQ52XJgyuQg31ugB6OWXDg+PggndEcYA7MpZB2jdC1rWe8nCrw4pu2O1w7164ZaW4f99d6bt0vyJHzG60ficnsAQuUSBfOfWthdztYoCL6AxrXocPR7easfbX+nOw9CDrctcJKsq9ivBEDLU71ArFBjSelecuNEHMYDoMFb+pq+a7ZpYKPp0I7wzyfl+UlNaITsI5Kz3sKRLmC0kjBM3ncAiv1z3DyR0Zy4URtVuFI5SztfHPpLlSBAe7nSUcq6jkulIUsixmtQkDRJrwF+f5TtM9QTSmua1BkqRNkiTtkCRptyRJrZtdHt1dqNrFpcBdaTD1fSjYA2/2q3+/KW/BRU5OuiRTGAt3ydB2fYXH6D76ttYImDBAFJEo//uCwwE/3eLczsdsoWCvmF6Nvg/6XOh5jtLD4sHI3S6oE0XKdciNMPK/4v+gaPFQh9ealpkqBPedVL9859Prn+adHR+IH2XCAJjxuaCkFvsIfkV2gZlrhbzswRNswFpVAHOmN5yj6q73YLed2DmbAuVHKknCScjf1XJG0wte3/o6H+74UOiueBhqL1lSjUXeDpGmemSteFYSBjacoqcY6rIsEQjc/Jl473AIL1mB3SayYYozXAVd7jCVCf31yC6eWjoNIfVyIYomSSLDaffP3rdL/xHWvydokq5nCidDSaOsKRW881v9XX/z3dQrldm5Mnh1OROOrPNsqq1kdSUMEPfs6DrPzLIWRGM4ajMwXpblKkmS9MBaSZIWyrLcOhneamBwv5jyR3YWaTj18VAKHA6Re5y9RXjYtbMN8vdAZa5ITVv4oPA02zUxl7oxGHS98BB2zRfl2b6g0QhhJ3OFd71sAGRR+Ti6Vvl5n2lCwMlYJH5sSiARBJ1SdtQZHNoufigpMzwHphCnMt3un+rybm54csSTnsHE5IlwzS/1pzYquiRVBb63aQy2zhKef24a/GeVZ3m9O+L7weVzIW2OuJcng6e2mcWANdxZbdrO6UiUZHpSbi2I9ye87+qCXrQfgmJFvcCJDA5VhcJz1OiF4bvFi4BZbeRuFw7VmtfFdWj1wjmYc5GYad3k1KVW0kqVfWp/f0nD4L694n+bWVxD7nZPh8QbjqeLzKmQODG4+Aom5m4XvwFJgvZDxf8LHxIU6uJHheHtc6Gg6gCi3fRdlIFQsUddxgmaI3ebq1lJXpp4TUgVWS8avXhW+0yr//qbgcY0t5VlWVbC2XrnX+uRcUrKzTcXu3QDBt8AyQ2kJBUdhOcTYO9vcO0CmO6ltdSa1+Dn22DvL+KGt1Y/vpA4wf/G9hZBkvrQa7JI6fOFuD4w9oG6g05kF7h9I+gDwWp0eSQA274UBTjWGtj9I/xyR93PqhS9bKpf+c9sN6OTag0iXcb6pnR+uxsW3C2oj+oTMNSyLKiZdn3Fj/i7Kz29tdrocY6QHmjISFce95R2rS5u3HS7NvJ3Cw0ZZcakVIK6H9sX8nbWT+UV7BPXVQs7i3ayvcDpcZrKBXXWcZSL8qsuFvsqMFeK38Punz0D6e5Qgn+1K2LrQ26a8LyVXH5lRmMI9UzPc5/pNOQp6/yFw6AYv9qw1riO8eVkkS2iXLe39DyLURSAKd+PVgeXfS3iO+XZwp6c/5qwExd9LP7GPCD2k2VhvGN7u+oLuo4XM3z3jlK524WMRVyK8/r7tFqKXqPm/pIkaSVJSgMKgKWyLNepgZYk6RZJkrZIkrSlsLCw+Vek5DZ3Hts0aiKsvciKyN4svhRvYksdhws+8693nNRIEwIfTYUuQAQxWhNKp/LEwYInVGAIF681peLHEhzr21C7e+Je8NDqh/gs/TPPhblpIrjpLZ0we7PwqoJihbdWH/L3CK/ZG98tSSJINf1zuOgj8T5/j/fjrHhexDHMlWIm4wtlx0TA6qsLXZzpl1Pgzb5N90qDY8UPu/0Q53vn/VTS1XzBVCHkbJUGDrVht8EX58Cs8+sUcny+63O+2ScaBXPpHLj6Z7j8G5ca4i+3iaAviIFgznSYexX88YAo/PDGEyteryJutOULeD7eNVCYKjw91uoi4YQkpEJ/UXmq1gnUbnThbkC9pf19f40YgBUoM0A1/bDAVZK+8gX4+EwxENWUujK2AqO9S50e3yWoDneHIqw93LFFaJIMv71uhfGO7+CFRPEd9r8Mblvvmun6BdadKXUaLXRGlKD5qLs9m2W3IBqVnifLsh1IlSQpHPhJkqQUWZbTa23zMfAxwODBg0/M4374WMOeaG3oA4QXt+F9UeCiPETuGHQDdBojMj4CI1tXeeuij05Ox4vQBLjie8/inYBw8WoqEw97kJeouD4AHs6qm7NeC6+OfZXg2tvkp8Oql4RolfvD67CLmU3XM8WPuSGPOvNPUdrb+8K66xwOEU8IjhHSAj29dz4R17NbDArfXi5mFzf7aCjx653CeBiLRIuzgAjRgswQ1vTUqrD2gidVoDeI4ykeddYGUal67kue124IFQJINfVM12tKxd/qV2DS0+qqdZev89QFV2ZZdqvwAI+uFzMLEMb52EaY8rYYTCK7eJ9BKkZYGdyV+1C0H/SpQqlx9H0ivgOCangkR3zX/sHw0FGXR28IF8+c0qdUKUxJHOQywO7XULDPs9/h2IdETrKlSgy4n0wQ93jYrc7sKVkEB5XrUF69DbIqLVErRlQf/x7RWRj33DTxWWpnLaV9K9IXlRTiLmNdPVShVSgPBU2KpsmyXAasAFo3D8oQ2jwRckUDwd27dIdGIx6MuN7ePe6WhH9IXVGn1kLtCktVx7pMGEtfWtaGsAYb9HqlPpR7p2RbKCg9Ir6D6B6iu05AAzSE8gNTAjcVefDF+SLr59kYz848sgxFGd67kJRnizzg+P6Cv/QlLDTlTTGo+YcKz3HrLDG437lN3If6qBV32G2imEqRplUwc62r/2b2FsH9bvnccxubRRgPX1PkQysACaZ9LIS8AD6dBFu+wKAzCI768Bp4K1V4jTvnwbNxIlXOXC6CXuvfE/TXqHuF1xjdTXD9ig5HwV6Yd72YEdWUiudA8RwVw1m4D76eIWI+hfs8r1Ef4Mo+Cgh3PUMB4aKk2+qkTmJ7w4QnhPGd+p5nUYvDIb5/98yssEQxMG+fI6okg+PEdwRw9guifmDnd+K94lF3neCd0+48Bs550RWLaQza9RUDXtZ6eKG9qJp0R02JuI/VReJZ2TlPPLMnAY3J+ohxetJIkhQATAL21bvTqcJVP8DEp+pKmv7boHhHpjLhaXrzqBuJ25ffztz9tRTKfE3z1Uh5D7jwPZj+iXhfekR4brUzMhSvUtEKz1oPR9eKgabHeS4pWYB9C+DdQd4NXHm28HATBoiBomCv5/r9C0VefkQn6H62mG0dXi0MQq8pwivb8gW82LFx6Vs5W2HhA3X1PcLau2aCihGvPZjNvVLk85Ye8V4ccmilCI72v9Tl0WVvgi1u9FPBXpHpERgtDJtsh61OSYIu48T9H3Wvm8cvCbGwnd+Lt7/dLWIXxzbChP+Dmetcxw5tD/ogIYWrVL66SzP8cjss9FFmbggXMROFsonpIYLgXc+Enud5OgVVx8V35W6oQeTqL3pYDLoTnxCf8+hf4n6c5ZpdqIY69XLPRhgKYnsJT7wpcSi/QJHlkf6juKe1g5+qBv5+cU9+vEk8sycBjfGo44EVkiTtBDYjOOoFDexzapA8UfBE/3YERYsAh9ZPTMcULZJm4KNJH3Fpj0s9FypeijLNrykThliJlNcu9f/lDni5s+BL3aEE1BRjphi3y7+BS2d7znqSRgBS3f6X1hpBZYS2d01z3Y155p/w3RWw6kXXsvGPieCR3SIydJRrtpvhyBpft8IFxevtPNZz+fav4UdncUSF87MUZbiC4rIsrk1JG/XG2146B6bVCvCOulcYZyUmULRfzApC2rmCXQeXCCMTGi9+BxOfcBlGrU7kASsGV5GdDWknPGP31E2NRnjg22cLijBxkJDxtNvE9R9Y4lvKdNB18Gie63vL2SYGRBAyuosfFV2GjCVutQ61eF/Fgx50vagHAJh9oYgvdB4nqJx2fV3PoLlKXNOBJZDtzKe2VIs4lDdxt4aQMMD13dXWFlK7Su135ZrX3qaV0Jisj52yLA+QZbmfLMspsiw/3dA+bTjFCGsPt64TQZNzX4S+M5p1GFmWBfVRW+sjMFIEYxVDvfBBUbgz/A5BIwSEC2/1+fbiR6kYiIOLPdXZVIEpp2dekQN+Id5T/4KihKdZuzqsItf1mSM6i31ztigfQHTVie7uohFAbNNlLNy7T7RSA8Hj6oMaJ650aKUIUtXOMCnOEBymw+EadGw1rirCilzB3Q+6Tnif3oJggZGeMwkQxsNhc1EXx3cJoyxJwugrjYd9VbeCMDKF+8Q9Kc8WejMxPWDJ47Dhg1rbOnOHdQHOwhKrqxhFyRv2htre61/vCO8dYOuXsP5d+OoC+HCU6zuq7VErxjnlIsH7pzoHd52/GEQGXSsoJsVoZm0QGWLfXAyfjhfUxPFdsOSxupRNY+CePRVVS8M+tL2YMRQeEMZa0tTdppVw+lUmtqHlYKkWARtv2RmNgM1h4+YlN/P7oVpay5IketUpgZTju4SBUkr5QehGWCpFcLEqH4bcLIzEtq9cx+npbD6sGPxJT4tIuy90GSem4+7iR+Ed4a7top2URiN+6ErTXKXabchN3rUwgqJcxkXnJ4y2t4717jBXCsrDm1EMiRcG1Vgs9Fdqt4tTPP0uZ8JDR+rqr6x+FX6/v+5x1ZnCNnH+nK3QySkJoNWJ4GSfi+CsZ3xfd0xPQbcUZ4rrC4oVGuZ7fhGerzsufF9ce8cRgoII7yhoGmUQ6zzG+zmKM0VmhnIPjcUuiuLy7+C6P0RrOWOJoKPu3VfXUE/7CO7b79L8mPwG3L3Ld5yl63gRPL7ud0Hxbf7cdZ/djW5jMeRGMQuN6FQ3oUGjEYN+0X4xe4zo3Gx9l6bi9BJlakPL4a1UYSwL94q88tptuxoBjaRh1jmziA/yEpAZfZ94tduEMa7dhknhxRUqIXmiMBSKEJVGK6onj+9ycb06/7oVlO7ociase0twlt3PEsu0Os+YxNR3Xf8rhqU+T9Pj+OOcXn+WMH7ekLdTGGNvJf/KlL8yD855QQSU9/7mylDISxPeb7sUMUA47J687a753oPcYe2FYa3IFcVNDrvnZ4rsLOif+gLw0d1FMM9UBlf/JHKrv3Pm7/c413Nbq1H8dRknBglF133D+2Iw8jXd12jFYKJUIRqLXfdRyeABEez97b+Cpw6t9Wz5BXpmW+j8fH8XIIxnolOfZsBVsO5tUfQU3K7usRsDjVYMhjG9vK+f8paYkX172UmjPaDNUP+zoUz9mhlMdMgOrA4rWklbd2VxpjBoYR3E1Lh2UwfFAzqyVrzG9BBpahlLxQ85NBGO74RuZ7vyzeddL9T7+tfixBV0OEOUvLtnD+yaLwaDyW+6vGNLteDND/1/e+cdHkXV/fHv3WRLekiBQEIktASJSpMiihTpICioIB3EQlF40Z8vFrC/9hdRbK9KVTpqAEHpvZNQsiGQRnqv28uc3x93d5Mlu2mkofN5nn2Smblz58xN9sydc085xOWrYbY/dBjEx6oopbJyUP7OlWXLLjyneNu+lc+vaLu3mps6Dy8/rsrhHkdSN+6zu2sxsDjWksq2mD9U75lQqVswBiy+Wj57eyWx3CUO4FGZ1XkYtenOzRgKH0vJLRP3DAEqu6nKvfgsVqiw+CuYeQm59gOdL9BV9DYCuGnHkZnknoncvl9dhr7a0mMG98JQ/lbzh7Mjpm537F0ElPtldxpa+X++ARFNH39X3HxhCyB19tpYDcX6Ysz9ay6OpB+pfPDMt8DWGeWJkKx2TSselmuq87mblm8on/n5hvLFKE0Bj57UFfPIU6OOeyJUFSUocwdm7y33FQZ48q5rf9grj28f4nbzh18FRn9e85X/wAhgyfXKr/ZEfCHs9NdcqU762bFitM6GU09xm6ymkBd4sEYFPvolMNdiFvBqzWettsRal/hPZzlfKr5ie/jbX78mbqD+Hfj1r+3mD7eKgSCO3CgZK5+h/zaPZ7FceIF7VTlD5sXttlZf6oqmj1upbyUN8P+v0Z/yRWpnkbM1xZnbalEKN091nwb0mHZ716iNOI12JZHGxTq7kbiWu+vVEh+5D9aMWIOBbQdWPugVxBWu1XOhYp4E6/WZC595zDvF//HbD+QztaB77BfS4naVl0xyls/DiiDYh2mXZFSu1H7XA9zXOLBLuYmkJjDGX6XVBfYh3gWJ3Ce6Ou8ZryDgibV8wWnni9yue+QjYP3jlrBxQ7nys1YdsmZ+cxagYSX9AvBOAPCWD18wqwulmTz/ePIR+4d3dWH3cm/udeKqqFw0uSISCf+7q3K5R03E6NtXmLVFMPNi1p1q8XevDWYjz/lxaZPzWXcDICrqvytW5ewRWOcsgSbB5Nz0YX3N7/gID2VWeNsfl0iAVxKAAQ4Wx4DyqDV1PvcttmY1u1Xp3sr+5TyTovVLYvWhrkiHQTz4Y8v02qcdzY0DPo+wz13sqJSZI1yk9sEX3m24yUdfwnNl76mQVtfNlydySrK8rWRG87cNZ0rTK4ibmAAeCFIX1j/Of1oX2dpZ1i1CHZhxKhLYmc/+t8+puh3A355yLGaaJ9c2aLSeQ9x8+fqJs9z1t4vVnfD45zUPkKoHREX9d8UaRl5VmtVqyFBlYO5fcx0XU7W+5pPZuQJzVfAIr1Oryvd99zDPc2HNA2HNXmh116puRh3Qifs7F9/kSrg0g7tNVSRsIP8Zv7v2ibcCwrn9vGJNy8RD3POhJoFUV3fwMGf3AG6Lti44SRWVMyB2GFTuxTLyE+5D7YyKeWla8oyMquMnULJrt5MTHGC1OVsz/XWbAvR5HmbBA7mffgpB7yRRlPW+a+LuNvozYNIvXImpC8p9yO9ginf8irIDB/hGxSyXda2qUwdERf13Zdj7wBt5wOSNde4i2DMYa0asQa+gXpUPWmfUm6dyM4MjfnuBL/xVVDKCmQciWGfU1jSwVjuudzUz6ooubwWJPC/ErWYXD3/uDjj+m8rnV4dEwpPfp57kro1mE1+srGnQUPQGnpbX+mbQpge3eT+5vvICZfuB3ExScIPbbK3mEEcwBgx6g7swWt6Q8r/8EgU//ej8nFsZ/w0QPrr8Ot0mAyM/gvZqLAp++BGqo0cdnxdyP39zevx/1V8jMJw/xJMOA5+0B7IaJptcY5L/7bdIn78AZLS80Qz/j32el0ZAVNR/V2TudcuXUgETVWP6CAjnCtdZ9fdrlgDWiguNPsHcXCH14K/JPm15fvB2D/GZWHV+qRWjw7yCuF9u+KjK7UZ/WnX62KroNoVHdZ75lj8IhiyreV/WB5g1uZHCG5ixs9zvuSJhDwP/l8QfBr/NKy927IyHXykvCAEekOTawq+82G11tL2fR33esviouJu7oplynSTRknlwT4ia5G43qHnyq4vr+XZ91iWtI4K2ahOFoNVWOYat/v0qAKDskMUE1m8ez5zYiIiK+u9K0mHgbV+eRa2OxBfGY+5fc3Gt0MErr5svMOID/rszf9IQS3KsiiYD72C+MNdtsiWNpJQvUEkVVWfIs123BbfR5sXzV8+7x9XNX7YqPAJ44MyF1dxm3Xtu9XZcK1aTUMUiwc6QuPBX6cSDQMzPtc4Yqbt8GeoTJ2C8ebNW591K0cZNcOveHS2erv5hZMrLQ9HWrc4bSN2B2N+52QngJqAmpOzgIcR37wHVMcdvfWQwIOGRocha+lolZU1ESJ37LMzFJXBt1QrFm7c0hsgOERX13xWrm9stOY1rQ4RfBFYPX40u/k6c/7Ov8J+3uuZZmfQzr7NYcZbsE8LdtypGF0aM5tU2aurNYA2p3rmoPL9DfTPiQ14GrqY+2FasirqmXgdXtwOHP+Dh2nWsTGNIS6++URXorlyBuaQExvTq+ylctw7Zby5D6Z49jhswxut5AnyNoiZVxRsQWSh/s9HGXHJ4XHvpEswFBSj57Teojx+3P3b+PNTHjgFE8H3yCYAIZDA47KehERX13xVrqs9b83TUAoPZABOZHJs+AF6IGHBezd3dr/JipnWxcFUfntge4KkwTTpLod8a8PRmXvT3wmr7atz1iWcg0H1K7X3QrYqppoUIrLkiTLX3IAhc9BJ8J0+ymS7qijE7G4akJKQ86STQyELhhp+hU8ZBcd+9yHztdegTEiq1Kdq8BTpzO74h90LZwYPQXGyYOoJVIej1KN23D/KOHeESEABjjuPKO+pTpwCJBMEr/guPBx+0OyYNDob/3LnwHjUSAfPmIfSnH8FklX3WtZcuoXTvnw1yH1ZERf13JWI0LxxqrelXB2JyYzD3r7lIL3My0xq4tDxpTo3lGsOTzbv5cjswwF30DKrqFxIrYnWZuzWDXVPT7kHAJ7TmAR2t7uH5Kp5cV33bWwh4/nm0Xr4crv63Zwc2ZvGkWOaiIpiKHKRetaA+fQrGzEyEfPklyGhEyU77JJpFmzYh5/33YZJZHsYGDdLnL8DNp6c46K1h0cUqkbHwRajPnIWsbVsYU9MctvOfMwd3rV8H7xEjoDl3DqV/lRdklrZpg5ZL/gWJmxsYY1CfPo38776v1Ifq+HFkvflmzdcK6oAYQv53xSuovHBoHenZqifWjFiDtl5O8m8MdJKXuCpk7gDc+SKkNRjiwFsVjtWAzGhemglonEK2tcE3FFh8pebtJRKee6OWmPLykPX229BdjYXHAw+gzQfvO2xHggBWhR89GY3w6NsXTCZD6a5dMCQmwrWXAy8fAD6jR0PQaCBt2RItJk+GIrw8nS0JAkp3/wH3vn3gMXwCkPABMPx9tLk3AMbMLBCRfXWaBsZcxHOdu3h5IviLFXDx9q7URtDrQYIA9548V0jhunUwJCTCe9gwGNLSkD5/AVq98To8evO1FvWZMyj4/n/wmzEdEoUCAEAmEyRu7hDKymAuKIBrQMPY5MUZtYhT9GY9TIIJLtVUgakVRDwQpSyrfKHJtx3/6VXDGpbWdtaAjX8gpvx8qPYfgCk7G7rYWIdtCn/5Bdd794Eh3bk3CZNKEbLyC7RcvAgAoE9IdNrWe+RI+E7g5qqg11+D96hybxsmkaDtjz9A2qYN0pZ+BEz6BdRxBNy6dYPfrJkNpqQFvR66+HiYVSq7/V5DhiD84gXIO3eGa2AgBI0GZLaPJFQdPYrrfftBp+S1ON3uuw/M3Q1kMEB35Qr016/DxbPcV9q9R0949OkNc3FxeR/HjyP344/R8pWXIfFsOL9qUVGLOOV4xnE889czKNI5fx2uNYwBCZbgAatt+8FFFje7kU5Ps8OrFS+pVVWAyN8ciZcXWkyZAo8H+sGYlubwtbt0124IKhXSFy506qKmT0pCwZo1YO7uaP3+e/Do77ggs/r0GaQ9/wKMmTz/t+biRWQtWw4yGGBIz0Dmv5dy7xPGoLt6FYgYDX1uGRKHDkPiI0ORt/LL+rv5CuiuXkXyuPHQRsfY7TcVFUHQ68FcXVG6cyduPNAfxjR784fm1ClI5HLIO3E//IC5c9F+xw4wmQza2FgwqRTyjuX5pj0fehChP/0EaVB5hkP1yZNgcjlaTJ1qm2U3BKKiFnHKw20fxurhq+GnqGfzgtUNzepj6yLlbna1mXV1Hl4effkPRBYSgqA334DnwIEQNBqYi4qgv3EDZQfL82nftW4tgt59B/pr15D/zbcO+9FcuIDcDz8CabXwnTABsrblZi4ymVD8628wl5RAc+E8VEeOQOLNizoY09NRvGULDGlp0F6KQclvv4GMRrgGBsJcXAzBYIApl1ehJ70eJbvqVhTKmJ2N0j/+cHwsIwPpL3K/cmNWpt2xvJUrkTSCP/ilwXztw3CLom65ZAlC164Bk/J4AyKC6tgxaKKjobsaC3l4eKXFw9J9++xs85pTp+DesydSZ8xEzkcf1+kea0K1NmrGWFsA6wC0Ak/H9j0RfdFgEok0G/RmPcxkhoTV8/P8rv48WX2kg5SeIjVCc/48yvYfgEf//vB57DGQ0YTUOc/AxccHXoMHceVdXAzfiRPh6ucHj379HPYjkcm4eaBlSxT8+CPK9u1Hu008mlUbHY2spUtRGB4OaZs2kIWFwcWTe7UounSB19BHAEGALlYJJpNB3rGjzYxgys2zBdD4jB+HwrXrYEhPhyzEPtxf0GohcXPuP561bBnUR4/Ba/hwMBd7E1zRtm0wFxSg3datUER2tTtmzi+Ai8VerOjSBWG/7oAsrLzsl6BWg4jgds89tn2MMWQtXw73bt3g1q0bXHwqVxoq3rYNpsws+IwdA2NOLvQ3EuAzfjxK9/4J3bXbWxOqipp8A00AlhDR3QD6ApjPGLu7wSQSaTbsTd6LZ/56BqaKeYnrA58QXtLJpQbpOUUcor10CYVr1sCte3e0+c8HMBcXw5SbC5/HeeIl9ZkzSBg8BNroGHgNGQIymRx6dPiMG4f2Ub+DubqCjCZoY2JgVqkBAO7334+Wr7yMgBeehy421k4Zyjt1QsiXX0LeqRN0seWzT3mnTvAeMwaMlUc6+owbx2U6edLu2maVCvHdeyAuogu0VxwvwBrT0uE5aFAlJU1GI0q2bYfnww9D3rkTzIWFdsdNBQU2bxiJuzsUXbrY9VGyezeu9+kLwy2+425dI6GNjUXLxYvgP3tWJXncukZCn5gIQaOBRC5Dq9eWwmvIEMg7dIAhMcnhPdQHNamZmEVEFy2/lwGIA1ALPyqRO5XR7Udj9fDVkNW3QtWXcr/p0mpCpkWcYi4pBVxcIPFwR/433yDthefBZDLolEoUrF4DXawSkEigiAiHoNXier8HULTh50r9lB08BE00z8fhOWgggt5aDgAwpKej7NAh+M2cCc9Bg6CIjIRHH/vozJKoKBRv3wGmkMPd4inidt99CP70E0iDg+E5eBBaf/AB5F26wHPwYLh4eUF98iQyX+Uh2Zqz5VXc1SfslbiV0DVrQHo9VEfsc6KXREXBlJcH36eeQuqMmchYYp+l0VSQD9eAcrfFlMlPI33x4vLrnToFV39/m1nEiiIyEsabqch+5x3bA8v+eFf+FhEXB0Gng9/06ZC1awdZh/Yw5ebCXFb3ALOqqJV7HmOsHYDuAM44OPYsgGcBIDS0itI5IncMerMeAgn1b/oY+i6vKl5dpjwRp5hLS+Di4wPGGArXb4C5sBDeY8fClJ2NksQEhG3ZAu9RoyBx5y6PsrB2Dr1Dcj/6CIqud8O9e3cowsOhCA+HPikJeV9+ibJ9+9Hp8CG4BgSg7derKp1bsnMXTAX5aL9jh20fGQwoWLMWbt3ug0fv3lB05i581vMLfvwRJVE7Efjii/Do0xsh336D3I8/gfrUKQQ8/5xd/8bsbEg8PaE5fx7y8HB4PlzuM+/epw98J0+C58MDULIzymZysdJy8WK4+JZXrnHx8YHREsFJggDNqdPwHDiwkjeKoit/ayj6ZSNaLV1a6Z4VXSMBiQRZr70OU2EhN6mEhMC9Vy+0mDKlwSIXa6yoGWOeALYDWEREpbceJ6LvAXwPAL169Wo4z+9mzpmsMwj1CkVrz3rOP9EEbL++Hb9c+wXnp56v347dfHmuD5HbwrUlj5r0GjoUzEUCv9lzoI2OhiknG6b8fMjC2tnahqz80tbeChHBmJ0NzyFDyvcZjUh7Zi6MmZnwGjGiSr9gefv2UB87htK9e+E1eDBfeHN1Rd7KlfCfNQvFW7dBGtQKLZcssZ3jPWIENOcvQNDp4ALAa+BAaM6eQ9H69ZXs1Tn/+RA6pRKysDDok7jboKmgAJpz5+A9YgRaL+ezf2nrNlAdPGTnq+09wj7XijS0LdRnz4KIoFPGwVxcDI8HKtvt3Xv1hP/cZ2AuLrYtMtr106olOh05jOQJE+E5aKBtRu7evTvcu9c9pXC1EFG1HwBSAH8C+FdN2vfs2ZP+iQiCQJFrIumJqCeaWhSn5Kpz6VzWOTKYDdW2TS9LpwvZFxpBKpH6xJCdTcrwCCrcuNFuv6msjMw6nW3bWFBAyvAIKli33q5d2dGjFP9Af1JfvFjldQq3bCFleAQpwyNIMJT/P6U++xwVrFlD1wcNooz/e9WxjFlZpOwaScVRUaS+eJGyP/iAjIWFtuOCyUTxvftQxr+XUvrixXRjyCNERJS7ahUpI7qQITvH1rZg7TpShkeQsaDA1nfy01NIdfJk5Tb5+WQqKaHiqCi769UWQ3YOmbVau325K7+koh2/1rlPAOfJiU6tidcHA/AjgDgi+rzhHhl3PmqjGisGrkCQp4NK0s2Ev27+hQ/PfohxHcbhvQffq7KtzqRrJKlEaosuPh4uXl6QtqkcJJQ6m1dikYeXZzXUXo1FysSJCPl6FbwGDwYAGDN56Li0tf3/q+dDD6HT8WPVBqnIO1gSVrm42M0+235ncQV0dbVz97NiKixEwkBebELeuTMU4eGVZqM6ZRzMJSXweOABmHJzYEhN4wuiublQ3HMPpK3K3w48+j+A1u+9Cybjyb9MOTnQXuCzdivu9/dCwIsLAYkEEg8P+IwdW+W9VUfF61sp27cP0tat4fvY+Nvq2xE1MT72BzANwGDGWIzl4yAB8D8bs2DGxJ0TcT7nPIxmI3LUOU0tkkMe7fAo/BR+8JZXDqm9lXXKdXjlaOPm3a0rN6dNR/GO2odi36mkL1iI3M8cz5sMidxMoIgoz2oo79AekEiguxqL0r/+wo2HB4J0WnTYvx/ufSubAGoSSeh2332IiL2KiKv2Hhua6GiUREXBb8oUeA4YUOm8iuHccosNuyQqCvE9eyHJokD113nRZI8H+sF/zhyEbdsK5uqK1m+9hXa/2C+Kyjt0gO/EiTbXQdeAAAQsWGALZAG4i17gvHlInzcf17pGomhL/acs9Ro+DIrIGuTsrgPVzqiJ6DiAxgvSv0MxkQkTO0+Ev8If0/ZMw5KeSzAzcmZTi2WHUTBiT/IebBu7DYHu1ScNmhM5BxM6NX9fZ7NKDc25c9CcOwffxxu5Rl8TIZSWOvTzBYCw33+HLk5pZ++VuLlB3qEDtFeuQHX4MFx8feEaEABZSN0duG51mbNSunMnin7ZiLJ9+xAwbx4UXeyz+zFXV4SuWQ1Bo7U9EGShofAZ9ygknl4AAPfevdHqjTfg6u8PMhigOn4CZNBD4uEBj7723ieCRoP0BQvh89h4+IwdC2lwMAIXOE5G5jngIe7B8oDjCMzbIXB+3ROgVccdmZQptTQVBMJd3nc1+rVPZ51Gt8BuULjah4vGFcRhRtcZkEqkCHALwL2B9za6bNURmx+Ld0+/i8TiRMQWxOKzhz9DKw/nhVI1Jk0jSld3TNn8Fd57zJhan2vMzIRZpbJ5J9wpdDx6BDA59m9XhHe2S5hk23/vPVAdOYoOe/4AGQy3nXXPGdZFy7J9++E3a7bDNrcqWzdLkIkVWdu28JtannUvfeFCwGwGk8vR+ewZu5kjc3OD5sIFyCMi4DN2LEp274b6+Am0fv+9SgmpAl544fZurom4I0PIR/86GmN/vT0bU01ILU3FmawzMFqqP1srnqy+utqunUkwYdbeWVgVzV2Quvh3wf6b+6E3OykW2kTcF3gfdo7fiYFtB0LmIoPaVNlPtCLfxHyDt0+93UjS3QaMwfORIfB/pgZVsm8h+bHHkfzoOAhNlBC+LpDZDKG01GFu5Krw6NMHPmPGQOLh0WBKGgBcA8vtt7d6mtQFayANALj37AmJ3L5cG2MMAfPnw6MfV/7a6BiU7d9fZdbAOw5nq4y382lor4+r+Vfpat7VBr0GEdGKCysock0kvbDvBRIEgYiIDt48SCqDyq6dwWygAzcP0PXC60REdDj1MEWuiaSzWWcbXMbasObqmlp5cSQWJdLV/IYf5/pAEx1NN2fNJkN6eo3PMWu1pAyPoBuDh5BgNDagdPWLPi2NlOERVLRte63OEwSBzBpNA0lVTtnRYzZvELNeXy99Wj1Z8n/4odq2aYsWUcLwEfVy3cYEVXh93HGPnNiCWNwsuYntN7bjaLqTqskOUBlUtQ6FnhM5B492eBS5mlyklqXinVPvoKV7S3x49kMcSSuPlNIYNQj2DLaZYnq37o3fxv2G9LJ0jP11LM5kVYoPwneXvkN8YTzOZZ/DWyffglkwV2pTn+jNenxz6RucyDwBAPjX4X9h5cWVVZ6jNWnB6rA8Ubp3L7LefLNOctYF1bFjKFy/AeqTJ6G7caPG52ku8DJeQcuXQdDUzMyjiY5G6uw5MOXn8+2L0cj+4IMGTRp/K+aSEgCAi0/1C8IVYYxVmVejvnC/vxf8n5kDxT33QFLLWb8zdJYQc2c5S0p27kTm0tcAWPN8NH1R3frkjlPUW+O34r3T7+Fo+lEklyRX2z6uIA5H049i8NbBOJJ+pNr2Vkr0JYhKjMJLPV7C1rFbkV6Wjl1Ju0AgXMq7hAxVefjzqcxTmLhzIlJLeVkoN1c3dPDtAH83f4ztMBa9g3qjUFeei0Br0uKnqz/hQs4FaE1aHEo7hEx1ZiUZ6hO5ixxHnjqCGV1nAAC8Zd7wkHogJjcGn577FJ9f+LySsvn43Mf47Pxntb5WxqLFKN66DYK+cUw/pbt2Q3X4MPxmzLBLQVktZjMU990Lc0kJbvR/EPqk6nM1lP35F9QnTyL9pUUwpKYifeFCSOSWJPKCUNdbqBVCKY83kzhIht8ckCgUCHzxRdy1dk299Snv2BEBCxdAHuG4PqchORklv/8OMhrh4usLeYeODtvdsTibat/OpyFNHzqTjuIL48ksmG37CrWFlFqaatsu05fRgZsHqFRfSmN2jKHJuybTh2c+pBuFNxz2aRbMlUwph1IPUeSaSLqYc5H2Ju+lgZsHUkZZhq09EZHRzF+Xc9Q59Gfyn6Q12jvAW/kj6Q+6f8P9dK3gmm1felk6ZZRlkCAIVKwrJrVBTZuvba50rtqgtjvPGYIg0OXcy06Pb4zbSD8rf660f/mJ5RS5JpJ6ru9JWaosu2PxhfF21zZkZpIuMbFSH8aCAtKn8vE3q1Tlr70qVaW2djKbTKRVKqtsQ8TvTXP5sl1QRUVyPvmE0pe8bLdPn5JS44AGY14eKbtGUs4nn1TbNn3JyxTfuw9du783FW3fQQkjR5EuMZFyv/yK0l58yWYia0hK9uwlZXgEaa/FN/i16oIgCKQMj6Cbs2Y12jULN28mZXhErUxfzQ1UYfpo9oraYDbQBuUGKtQWUlppGv105SfK1+RTXEEczd47mxKLEym1JJWe3vU0JRQlEBHR2qtrKXJNJCUXJ1NCUQLFF/J/6GsF1yhXnVvpGjG5MRS5JpKOpB2x259akkoGs4GuFVyjAZsG2Po3mAw0aeckWn1lNRERJRYnUnJxstN7yNfk0/un3ye1QU2CINCHZz6kmNwYuzZWhSkIAm2+ttmmdE9nnqZ+P/ejUn2pXfsjaUfoYk555FhUQhRFromkgzcPOpRh4YGF9MK+F2zb+2/up5HbR1KBtoASihJIbVATEdHVvKsUkxtDOpOOTmactClqfVoaxffpS7lfrCSzRkMlu3fblFJxVBQljBxFgl5P+rQ0ujlrFqlOn3E6HlbUZ8/StR49HSp/u/H78adKNtnS/ftJfdZ+DaBw4ybK/uA/RESUtmABpc6b77RPY0EBZX/8Melv3iQiItWZM5UizZwhGAy2h4BgMnEZf/iRlOERVHrQ8fjXJ/qUFCrYsIFMpaXVN24ilOERlPzUpEa7nvrsWVKGR1DOihVUum8fGTIzG+3a9UVVirrZmz4u5lzEh2c/xKtHX8XIHSPx+YXPoTFp4CXzQpG+CK8ceQWZ6kzozXqojCpczruM6V2nY/3I9Wjt2RodfDugc4vOyNfm48ldT2LjtY2VrhHhF4Fhdw2Dr9zXtm/lxZUo1BdCKpEi3C8c2x/djvY+7QEAUhcpQr1DEeTBX7NXXFiBxYcXV+rXir+bP17r8xriCuMwdc9U/J7wOxKK7Cs4v973dWwbu81mFtl2YxvWxa5Doa4QXfy7VKqy8lX0V5i+Zzo2XdsEABgRNgIv9XgJA0IqBxgAwMrBK/HFoPI04n4KP6SVpeGz85+hvU97KAuUmL5nOpafXI6lx5Zixp4ZeHbfs/ju8ncAAM258wARPAcNQtlffyHjX0ugOXsORAQXHx8YkpJQduAAZCEhCPn6axRv3VptZWbm7g5BrYb++vUq24G4SUFvsT+TICDn449RuG49SBBQtHUr9ElJ0F+PR/GOHfwf28MT2vPnnZoj1KdOofDHn2xllTx69waIQE5c3gBeNURz7hzIbIZrC57wx+pL7Dd9GlwCA1C8aXPV91IPyO66C35TpsDFy6vBr1VXOp8/j9B1axvtem69esFn4gQwxpC+YCFUR4812rUbBWca/HY+dZ1RJxQl0NO7n7abKRIR3Si8QVvjt9Kig4vsTBwpJSk0YNMA2n59OwmCQNcLr1Pkmkg6l3XOYf/7U/ZTkbbIbp8gCDRmxxj66cpPlKfJs5khHtn6iENTgSPiCuJq5OERlRBFY3aModTSVNKbnK+GZ6myKKMsg/r83Ie+iv7KJmdF1AY1zd47m0ZsG0HKfCW9e+pdii+Mp1XRqyqZMP5M/pNeP/a6bdZs5a2Tb9G8/fOIiHvSPPb7Y3Q26ywlFiXSBuUGWhW9ihKLyme7puJiIuLeEtd696H0xYsp55NPKPX5F+j6oEGUMmMm5X7xBanPnqW4bt0p+4MP7K6nOnWK0pe8bPOwyHr/fVKGR1DuV/weDTk5lDp/vm2Wa8jOsc1cE8eMpdRnnyMiosJN/DU3efLT3GxhyVdRsH4D3//kU5T81CRShkeQ5oq9SSvvm2+pOCqKSv78k1KmTbfNiK2eCproaKd/l+KoqCpNDjkrVvA8FA38+l34yy+UtmBBg17jTkV7LZ7iuveg0n37mlqUWoPbyfXRmEiYBJ5ST7gwF+xN3gudWYfz2ecxr9s8TOw8ERM6TbALbb3L+y5EjY+Cj5xHaOVp8vDcvc+hZ6ueDvvv16YfDqUdQlf/rmjn0w4AX9jrHdQbbq5uGLptKGZ2nYlZkbOwafQmEJyv5K+5ugYbr23E3gl7oTKoEOYT5rStlbEdxmJYu2GQu8irbGedqW8dsxWtPVvj65ivcST9CDaP4bO1lRdXoqNvR3z28GfwkHrgj+Q/sCd5Dx7v9Di+v/w9gj2DMa7jOFt/uZpcxBbEws3VfsV/eb/lNm+Trv5dsX3sdtv4tvdtb2uX+drrUHS9G35TeACCRKGAz7hHUbRuPQDAa9gwtHjySeSt+AKa06ch8fCA37RpUESU55owpKQgdeYseI0cwStvA1Ad5ou71oTrqiNHoNp/AMabNxG6di3S588HmUwI27EdAfPnQ+LGF+0MSYlgbm64a8N6nncZgLRNa1tKT+2lS/Cf+wy0MTFQnzwJN0vC+6LNW5C3YgVavvoq/GfNhPewYTb5ZG15ylV9YpJd4EVFDGlpYG5uPBzbAS2eeAKufv6QOIkYBHgpJ82pUwj81xJbyHNt0cVdg+aWGoEiHEV4Z0RcvNCoXjiNQbNS1GE+Yfhu6Hcwmo1448QbSClJgafMEwu7LwTgOP+AVUkDwAPBD+CBYOehoQazAUuPLcXC7gsx9965tj7f7FfuSvZrwq84mHoQW8durTJhfqh3KB4KeQilhlLM+nMWXuz+oq3PqqhOSVekrTdPaNPWqy3uDbgXRsEIBoYTmSdgFIwY1X4UdiftxqG0Qzj45EHIXeTY/8R+SJgEV/Ku4J7Ae5BYnIihdw3FlC5THI5fxQrjzvI7lB04UMmtq8VTT6Fo/Qb4PDoWLaZOg2urlij98y+YS4rh0b+/XZ4JK+69eqHlkpe5eUEqhfeokSj43w9glqKguthYMJkMpoJClO7+A/qkJAR/8jGYRALvEcNt/egTEiENbgPV4cPQW/JauAYFwTUwEBJPT8hCQ+E3ezZM+QW2hEOaixeR/d578HjwQfhNn1ZJNmlICJhUakun6YjAefPgP3MmmKvjr420TRv4TZsKY3Y2dFeuQB4eDlc/P+gTEyFr3x6MMRStWw/NuXNQnTiBu1avtkuqZMzMhIufn61Iqik/H/qkJMhCQuzaefTvXynhvYg9DVX1vMlwNtW+nU99LCZmqbLIYDJUaSKoC9cLr5PJbLJtv7DvBXrur+ds2xeyL9CW+C017s9gMtCZzDN2JpmGQBAE0hq1Nk8R67isi11H3dZ1s5l0inXFtOjgIhq1fRQRES06uIge//1xWzBOra9rNpMyogvlfvFFpWNVeVWoTpygzDfeIEEQbKYOQRAoYcRIyly+3OE5prIy0sbF2bxFrGkriYg0l69Q8uSnSRsfT9cHDqLU518gZXgExfd7gKevrEIWwWCgG0MeoRvDhtnMN45IHPsopT73vOM+TCZSnz9PZrXa4XErusREunZ/b1KGR1DJnr1ERJT02OOU/cF/SBAEyl+9mnJXfllpTAWzmeLuvY9uDHmEBIOB9CkpdK13H1KGR1Det99VeU2Rvwe4U0wfFbG+/tc3ChcFvr70NWZHzoaH1AODQwdDoPIFpx6teqBHqx7V9lOiL8Fjvz+G8R3Ho39wfwS6VZ/k6HaYtmcaLuVdgsJFgV9G/4JOLXhI7dQuU/Fg8IPwVfgC4P7RsyLLa73N7zYfKqPKthBaWwSVCiBy6LNrXVBzhD45GcVbtyHwxReR/tIiyNqHoc1778G1ZUvoYpVQnzmLsj/3wm/6dOiUSrj37g2mcLObibv6lVc/Z3IZtBcvQh9/HS2eehLyTp1gSE6GNLQtgt54Ay6+vpVkMBUWIv/rb+A9ahSCv1gBiVzuNJERAPjPnWszr9yKISUFN6dMResP/wPf8eOd9iELC0PoD/+DoNFC3on78iq6dkXh2rWQd4mA/8yZAADt1Sso3rYdAfPmgbm6gkkkCFr2JrJefwOaCxeR8/57YABCvvkais6dob1yBa7+/jAXFyPnw48Q9PZbkIdVb24T+XvQbBV1Q5GpzsQPV35Av9b9EOodilFho+Auda91P94ybwxsOxDpZemYuXcm/nj8D7T1qpx7t74Y0W4EhoQOgcakQQffDrb9jDE7+zhjzC4hVMcWt+f4T3o9FF27Osx7XBXWPMQ6pRLamBh49O0DgCutog0boD5xAkWbNsNr2DBk/GsJAhYuQP5XqxDyzdfwGjiwcn/t2sH/+ecg79QRPmN58qXSP/ZAdeQIN1s4eNWVKBQo2rAB5sICBH9efSp1a7+OsBZfdeva1WkbgI+/2732CbmClr0JQ0oKsv69FDCZ4DtxIlo89RTS582H6vBheD3yCHTx1+H58MPoePQIjGlpMGZlI2TlFzwfc2EhUiY/Db+pUyFotdBevmz3EBP5+/OPU9Q9WvXAsUnH4Cn1xISoCdCatIgaH1XrAq6MMSzrtwy5mlyM7zi+wd4ArEy9e2qD9u8M18BAhG3fVuvzpCFcURdv2wYIgi301y2yKwoNBpT+uRfSkBAounSBxMsL6pOnAKLyZPS3IJHJ0HLRIqiOHUPmuvVo9e9XoYiMROnu3UiZ+ATCdmyvfI67O/xfeB6uLWqm1HRKJXI++QRBr78OeUf7B1zZnr1wCQyArH3t30yYVIrgL1Yg5/0PoLAocc8BA+A3ZzZk7fn9Zi9bBgIhbPNmSFu2RMcD+22zf1c/P3gNGQLN+fMwJCXBe+TIKt8MRP6GOLOJ3M6nuZfiOpR6iN499S5dK7h2W8mdPj//OUWuiSRlfvXRdXcqhuxsKtn7J5lKSmp1nlmv5/bju7tSXPceJFiS8xiysijv66/pWs9eNnuwIAhkKisj1anTVUb2FW7cxKMeu0aSYDCQqaiIlF0jKWPpa3W/wQpor8WTMjyCinftIsFstt2zsaCAlHd3pZz//rdernMrxsJCUna5m3JWrHDaxqxS2e6/KhdCkTsX3E7AC2PsJ8ZYLmPsaiM8NxqFpJIkbL+xHe182qFrQNWvslVhdQNcfnJ5fYnW7NBGRyPjpZdgzM6u1XkSmQydT55A22+/RctFi2wpOaVBQfB//nnI2rWDvAu3RxszMqC9cAEefftUuVpvzOD5VVo8+SSYVAoXX1/uuvds9d42NUEW1g5+s2ZBFnoX0he+iJtTp/HgFj8/dNi7B35T6/ethoxGJD/5FG5OnQYIAjyrSGYv8fCArH0YWjz9NBT33Vevcog0f2pi+lgD4CsA6xpWlMZjapep6B3Uu1auco4YEDIAv437DWWGsnqSrPlBRhMk3t51etU23LwJJpNVcocrWrcOsvZhaPnSSwCA/G+/Rcm27Wj5yivwn+M40TwAyCz+yy0qKMz6TPgvkcnQ6tX/Q97KL6E6cACBixcDggD1ufNw79O73l2+mFQKV39/qC5fBpNK4VaNAvbo3ZtHUIr846h2Rk1ERwEUVtfuTkLmIkNkwO3XNstR52D87+NxPON4PUjVPPEZOwbhZ89A2sp5JRhnJE98AqkzZsBsyfZmRRMdg9KonTCrLIULLMEJFQukOkIWGgoAKHFgj64vclesQP7XX8Pn8cfh/+xcZL72OlJnzoT6eMP8jQMXLkDb779D6Lq1tS4EIPLPod4WExljzwJ4FgBCLV+ovzuB7oEYEjoEvYJ6NbUoDYYhNRWCRuMwgKU62nzyMUqjoiC5JSeF/zPPQFCpwFx5sE3Ac8/BmJEJ7yq8LgDuMeIx4CF4DR9Ra1lqirxDR3gNG4ag5cvAGIPngAEgo9FpHuTbRXH33Q3Sr8jfC0Y1CLVkjLUDsIuIajQN7dWrF50/f/42RRNpDmS9uQxlhw6h8/G/WZIbEZFmBmPsAhE5nPU1++x5Ik2LuYpq1yIiIo2DqKhFqsRcWgKXZlpJRETkn0JN3PM2AjgFIJwxls4Yq32pZ5E7FqGkVFTUIiJNTLWLiUQ0uTEEEWmeBC17E3Bxqb6hiIhIg/GPCyEXqR3OcjOLiIg0HqKNWsQpZDYjYegwFG3a1NSiiIj8oxEVtYhThLIyGNPSQAZDU4siIvKPRjR9iDiFyWRo/d671YY2i4iINCzijPofgj4hARkvvwJ9cnKNz5G4u8N34kTIO3VqQMlERESqQ1TU/xA00dEo3bUL2phLEGpoytBeuoSbs2ZBn5TUwNKJiIhUhaio6wESBCQ/PgFFW7c2tShOkbZpA2lwMLKWLkXZX/tqdI4xIwOaU6cBs7mBpRMREakKUVHXAzplHHRKJbLfXNbUojjFs39/dNj3F6Rt26J48+YanWPNeifxFkPIRUSakjtSUesTE6G7fr3e+hN0OhRt3IjCtWthKiqq9fnqUycBAP7PPVfpmDYmBoaUlGr7MKSmQhsTU+tr1wTBYEDmq69CGx0N3yeegObcOegTE6s9z1zCFbWLjxiZKCLSlNxxXh8kCEgazdNhtt+9y2mNvdpQ9PMvyP3kEwCAe99+VVbXtlK4bh0ErQ4Bzz0LzwEPQ+LmDr+pU+zaCBoNUibxwM4u1+Kq7C9x2HAAQETsVbB6jgTUX7+Bkt+j4DlwIHwffwz533yDsv0Hqh071wB/uPfqBYnCcWVuERGRxuGOU9TqEycAAC4+PpC2bn3b/ZEgoHjLFrh17462330LiZsb8r5aBdeWgWjx5JMOz9HFX4c2JgaqY8fhN30aFOGdoQjvjOx33oFr69YImGspDUXE8ycPHlylDNa3A78ZM+pdSQOALjYWAKCIjIRrQADCtm+HLKwdyGyu8nq+EybAd8KEepdHRESkdtxxpo/iLVvg4ueHTseOgsnlKNqyBWQy1bk/U1YWBI0GLSZP4smHJBJoY2KQvWw5TAUFEHQ6XH/oISQ8MhSqY8dgVqmQMnkyDCk3IZSVIeuNN5E4Zgz0SUnQJyWjdOcuW99MJkPo99+jxaRJMObmOr+nzVvAZDL4z32mynY1QXv5MhJHjkLJ7t0A+INId/UqJD4+kIaEAADk7cMgqNVInT0HRZu3OO1Ldew4VEeP3pY8IiIit88dp6hbvfEGgj/7FEwmg+rYMWQvW47c//63zv1Jg4PR8dBBeI8cCQBgLi4I/uxT+D8zB0wuB5NI4DVoMJhcjozF/0Lx5s0gjQZBy5dB1qEDSnfvhvFmKqRBQWgx6Sn4jB8PIoJOqcSNhwdCc/Ei8latQtKIkeWlp25B4u4OnwmPI33RImQuebnO92LMzUX6goUQ9DpIW7eB9tIlJI9/DMbsbHj0vt+u5p/EzQ1MJkPOe+/BmJXlsL+CH35A/rff1VkeERGR+qFZmT5MRUVQHTlit8+jb19Ig4JQduAATAUF8J0wwVa/z2vgQPhOngQIBDIYUPLHH1CEh0PRpQsAwFxcDNXRo/AcPBgunp6Vr1dQgOJt2+H75BN2dmkXHx+0fLlcYbZ+520YMzORPPEJqI4dR4f9+yENbgO/GdNRsuNX+IwfB4m7O7xHjACZTCjbuxclUTshaDTcDswY8r/8Cnn//S/c7+8F7xEjYCostM1WAxe9BObigtxPP0XB2nUQtFoIOh2M6Rlwu4cX1TGrVFAdPgIyGSFt1apSaSgSBKTPXwBzWRnabdoERXhn6JOSYczMhIu/H0K+/N6uPXNxQfCnn0Bz4QKkrVuj5PffUbHaj6JzZ0i8POHi4VHrv6OIiEg9Q0T1/unZsyfVBc3ly6QMj7D7lB46RERECaNHkzI8gjKWvmZ3jiAIRERkKisjZXgExUXeQ+qLF8ms1VLiY4+RMjyCdElJZNZqSRMdbXde2kuLSNnlbtIlJtVYPkNOTpVtcr9YSfG9+5AyPIIy31xmu1bShImkDI+g+AcfJCIi9cWLtns06/VERGTIziZDVhaZ1WpKGDacsj/8yNavPjmZbjwy1HZO4ZYtJAgCZS5bTqUHDhAR0fWHBlDJnr128qhOnSJ9Skq196bsGmk37jmf/7dGYyIiIlI/ADhPTnRqjWom1pa61kwU9HqYbrHRugYEQOLmBmNWFshkgmurVpA4qNZMggBDUhLSXpgH0unQbusWFG/ZCnnHDvB65BFkv/c+SnbtQruNG6EI7wwiQsG334LJFfCfPavO93orZpUa5iJetF3aujWYK39pEbRamPLzwSQSSIOD7e5VGhJiM0uQ0YibU6dBe/ky2n7/PRRd74Y2JgZegwfDVFgIQaVC9tvvQHPhAvznzEH+qlUIXPQSAp5/HubiYrj4+tZJbkNamt22i5dXnfsSERGpPVXVTKxpcdsRAL4A4ALgByL6sKr2TVncVnf9OlJnzkLQ22/Be+hQ235jTi5SJk6EoNfDtWUggt54Ax59+zaJjFWR9Og46K9fR8tXXobf7NlIfGQojBkZaPvjD/Ds3x8AN+no4q9D3j4MRZu3IGD+PDv7s4iIyJ3HbSlqxpgLgOsAhgJIB3AOwGQiUjo7p6mrkKtPn4YpNxc+jz5qt18XF4eCH34EmUzwf2YO3O65p4kkdI76zFloo6Ph/9yzYIxBEx0N9bFjCJg/v0Fc90RERJoHt6uo+wF4i4iGW7aXAgAR/cfZOU2tqEVERETuNKpS1DVxzwsGUNGAmW7Zd+tFnmWMnWeMnc/Ly6ubpCIiIiIilag3P2oi+p6IehFRr8DAwPrqVkREROQfT00UdQaAthW2Qyz7REREREQagZoo6nMAOjHGwhhjMgCTAEQ1rFgiIiIiIlaqjUwkIhNjbAGAP8Hd834iotgGl0xEREREBEANQ8iJ6A8AfzSwLCIiIiIiDrjjkjKJiIiI/NMQFbWIiIhIM6dBcn0wxvIA3Kzj6QEA8utRnIZAlPH2ae7yAaKM9YUoY824i4gc+jY3iKK+HRhj551F5zQXRBlvn+YuHyDKWF+IMt4+oulDREREpJkjKmoRERGRZk5zVNTfV9+kyRFlvH2au3yAKGN9Icp4mzQ7G7WIiIiIiD3NcUYtIiIiIlIBUVGLiIiINHOajaJmjI1gjMUzxhIYY/9uankAgDHWljF2iDGmZIzFMsZesuz3Y4ztY4zdsPxsUV1fjSCrC2MsmjG2y7Idxhg7YxnPzZaEWk0pny9jbBtj7BpjLI4x1q+5jSNjbLHl73yVMbaRMaZo6nFkjP3EGMtljF2tsM/huDHOSouslxljPZpQxk8sf+vLjLFfGWO+FY4ttcgYzxgb3hTyVTi2hDFGjLEAy3aTjGF1NAtFbSn3tQrASAB3A5jMGLu7aaUCAJgALCGiuwH0BTDfIte/ARwgok4ADli2m5qXAMRV2P4IwH+JqCOAIgBzmkSqcr4AsJeIIgDcBy5rsxlHxlgwgBcB9CKiSPAEZJPQ9OO4BsCIW/Y5G7eRADpZPs8C+KYJZdwHIJKI7gUv5bcUACzfn0kAulrO+dry/W9s+cAYawtgGIDUCrubagyrxll58sb8AOgH4M8K20sBLG1quRzI+Tt47ch4AK0t+1oDiG9iuULAv7CDAewCwMCjrFwdjW8TyOcDIBmWxesK+5vNOKK8kpEfeLKyXQCGN4dxBNAOwNXqxg3Ad+D1TCu1a2wZbzn2GICfLb/bfbfBs3L2awr5AGwDnzSkAAho6jGs6tMsZtSoYbmvpoQx1g5AdwBnALQioizLoWwArZpKLgsrAPwfAMGy7Q+gmIhMlu2mHs8wAHkAVlvMMz8wxjzQjMaRiDIAfAo+u8oCUALgAprXOFpxNm7N9Xs0G8Aey+/NQkbG2DgAGUR06ZZDzUK+W2kuirpZwxjzBLAdwCIiKq14jPhjt8l8HBljYwDkEtGFppKhBrgC6AHgGyLqDkCNW8wczWAcWwAYB/5QaQPAAw5el5sbTT1u1cEYex3chPhzU8tihTHmDuA1AMuaWpaa0lwUdbMt98UYk4Ir6Z+JaIdldw5jrLXleGsAuU0lH4D+AB5ljKUA2ARu/vgCgC9jzJpvvKnHMx1AOhGdsWxvA1fczWkcHwGQTER5RGQEsAN8bJvTOFpxNm7N6nvEGJsJYAyAKZYHCtA8ZOwA/kC+ZPnehAC4yBgLaibyVaK5KOpmWe6LMcYA/Aggjog+r3AoCsAMy+8zwG3XTQIRLSWiECJqBz5uB4loCoBDACZamjW1jNkA0hhj4ZZdQwAo0YzGEdzk0Zcx5m75u1tlbDbjWAFn4xYFYLrFc6EvgJIKJpJGhTE2Atwc9ygRaSocigIwiTEmZ4yFgS/anW1M2YjoChG1JKJ2lu9NOoAelv/TZjOGdjS1kbyC0X4U+OpwIoDXm1oei0wPgr9WXgYQY/mMArcBHwBwA8B+AH5NLatF3oEAdll+bw/+BUgAsBWAvIll6wbgvGUsfwPQormNI4C3AVwDcBXAegDyph5HABvBbeZGcIUyx9m4gS8ir7J8h66Ae7A0lYwJ4LZe6/fm2wrtX7fIGA9gZFPId8vxFJQvJjbJGFb3EUPIRURERJo5zcX0ISIiIiLiBFFRi4iIiDRzREUtIiIi0swRFbWIiIhIM0dU1CIiIiLNHFFRi4iIiDRzREUtIiIi0sz5fw685rRA5ORZAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.lineplot(data=iris.drop(['class'], axis=1))" ] }, { "cell_type": "markdown", "metadata": { "scrolled": true }, "source": [ "Podemos plotear también la densidad:" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=iris.drop(['class'], axis=1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Densidades" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "tips = sns.load_dataset(\"tips\")\n", "sns.kdeplot(data=tips, x=\"total_bill\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos también cambiar el eje, imponiendo la *y*:" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=tips, y=\"total_bill\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos ajustar el bandwith para obtener graficos mas o menos smooth:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=tips, x=\"total_bill\", bw_adjust=.6)" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=tips, x=\"total_bill\", hue=\"time\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos plotear las distintas categorias como vimos antes y stackearlas, osea sumarlas verticalmente:" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=tips, x=\"total_bill\", hue=\"time\", multiple=\"stack\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finalmente podemos normalizar a 100 la distribuciones stacked" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=tips, x=\"total_bill\", hue=\"time\", multiple=\"fill\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finalmente podemos crear una grafica cumulada, normalizando por cada grupo: " ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.kdeplot(\n", " data=tips, x=\"total_bill\", hue=\"time\",\n", " cumulative=True, common_norm=False, common_grid=True,\n", ")" ] }, { "cell_type": "markdown", "metadata": { "scrolled": true }, "source": [ "### Histogramas\n", "\n", "en este caso tendremos que especificar que columna queremos plotear y por esa se calcularán las frecuencia. tenemos ademas especificar el numero de intervalos y, en el caso, si queremos plotear también la densidad del kernel gaussiano." ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\ProgramData\\Anaconda3\\lib\\site-packages\\seaborn\\distributions.py:2557: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", " warnings.warn(msg, FutureWarning)\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.distplot(wine_reviews['points'], bins=10, kde=False)" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.distplot(wine_reviews['points'], bins=10, kde=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Grafico de barra\n", "\n", "en este caso es suficiente pasar los datos que queremos graficar sin necesidad de hacer un conteo:" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\ProgramData\\Anaconda3\\lib\\site-packages\\seaborn\\_decorators.py:43: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", " FutureWarning\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.countplot(wine_reviews['points'])" ] }, { "cell_type": "markdown", "metadata": { "scrolled": true }, "source": [ "### Boxplot\n", "\n", "nos permite representar lo que en ingles definen como **Five-number summay**:\n", "* minimo\n", "* primer cuartil\n", "* mediana\n", "* tercer cuartil\n", "* maximo" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\ProgramData\\Anaconda3\\lib\\site-packages\\seaborn\\_decorators.py:43: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", " FutureWarning\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "df = wine_reviews[(wine_reviews['points']>=95) & (wine_reviews['price']<1000)]\n", "sns.boxplot('points', 'price', data=df)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Mapas de calor\n", "\n", "Un mapa de calor es una representación gráfica de datos donde los valores individuales contenidos en una matriz se representan como colores. Los mapas de calor son perfectos para explorar la correlación de características en un conjunto de datos. \n", "\n", "La podemos hacer tanto con Matplotlib como con seaborn... pero hay diferencias:" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# calculamos las correlaciones\n", "corr = iris.corr()\n", "fig, ax = plt.subplots()\n", "\n", "im = ax.imshow(corr.values)\n", "\n", "\n", "ax.set_xticks(np.arange(len(corr.columns)))\n", "ax.set_yticks(np.arange(len(corr.columns)))\n", "ax.set_xticklabels(corr.columns)\n", "ax.set_yticklabels(corr.columns)\n", "\n", "#rotamos las etiquetas\n", "plt.setp(ax.get_xticklabels(), rotation=45, ha=\"right\",\n", " rotation_mode=\"anchor\")\n", "\n", "#hacemos un loop con respecto a las distintas dimensiones de los datos y creamos las notas de texco\n", "for i in range(len(corr.columns)):\n", " for j in range(len(corr.columns)):\n", " text = ax.text(j, i, np.around(corr.iloc[i, j], decimals=2),\n", " ha=\"center\", va=\"center\", color=\"black\")" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Rp3POubjzlo1zzrm482DjnHMu3izdu9Gcc87Fm7dsnHPOxZt5sHHOORd3Hmycc87F3aE/ZOPBxjnnkp13oznnnIu/PYd+sPG7Piexv/a5mecmDuapMQM4vt4J2ea5utd1vDBlKG8sfCdT+imNTqXfqP6889MHnNO+cUFUNyF6P9qfZhddRcfruiW6KgXm6f59+WHh18yeNY4z69fLMe+HH7zKnG+/yFjv91hv5s+byOxZ4xjx3suULl0q3tWNq8ee+Bcz54znqymfcPoZp2ab570PhjLpm5F8M300/3mmL4UK7Xvbu/mWzkydNYZvpo+mz0P3FFS188xCFvWSrDzYJKkzz29IleOr0KN5N168fxA3P9w923wzx0/n/g4990tft3Idg/4+gK8/nhTvqiZUx/atGNz/4URXo8C0a3sBtU88npNPPY/u3e9l0MDHDpi3Y8d2bN36R6a08V9M4oz6F9CgYSsWL17KfffeHu8qx03L1s2pVes40uq35K47/sV/nu6bbb4b/nInzRpfSuNG7SlfviwdO7UD4LymZ9Puogtpdm5428ABLxdk9fMmlIclSSVVsJHUQtKn+dg/TdKzB9i2TFJ5SamSbo1VmfFyVqtGTHz/SwAWf7uIEqVKkFqxzH75Fn+7iE1rN+6X/tvytfzyw895esLfoSit/mmULnVMoqtRYC65pA1vvDUCgGnTZ1M6tTSVK1fcL1+JEsW5686uPPrYgEzp48ZPIj14nv3UabOpVq1K/CsdJ+0vask7wz8CYOaMOZRKPYZKlSrsl2/Llq0AFC5cmCJFixC+oTHccNM1DOg/hF27dgGwbt2Ggqn4QfCWTZIxs5lmdkcu2VKBW3PJk3BlK5dj/cp1GevrV6+jbKVyCayRSwbVqlZm+a8rM9ZXLF9FtaqV98vXt8899H/mRbZt237AY/21y1WMGftlXOpZEKpUrcSKFasy1leuWE2VqpWyzTviw1dYtHQqW7f8wccfjQGg1onHc27jNMb9bwSffPYWZzY4rUDqfVCOxJaNpBKSRkn6TtJ8SX+W1FDSREmzJI2VVCXIO0HSAElzgryNgvRGkqZI+lbSN5JOirLseUHLRJLWS7o+SH9dUqvIVoqkcpI+l7RA0suAgsM8DtQK6vRkkFZS0ghJP0h6S5L2Lz38bG9JMyXNXLp1WV4vnXMF4owz6nJCreP4+OMxB8xz/313sGfPHt5++4MCrFniXNHpBk6p3ZijjipKs+bnAlC4cAqpZUrT6oIreLB3P14ZNiCXoySO7Yl+SVYH07JpC6w0szPMrB4wBngOuMLMGgKvAI9E5C9uZvUJtyZeCdJ+AJqa2ZnAA8CjUZY9GWgC1CX8iNKmQfq5wDdZ8j4IfG1mdYEPgWOD9PuAn8ysvpn1CtLOBP4GnAqcEJSxHzMbYmZpZpZ2QsmaUVY5em2ub8+To5/mydFPs3HtRspVLZ+xrVzl8mxYk68H5blDVPduf2HmjM+ZOeNzVq1eQ/UaVTO2VatehRUrV2fKf87ZDWnY4HSWLJrKxC8/ok7tE/hi3HsZ26/vfCUXtW9J5+sPvfGaG2++lomTRzJx8kjWrF6bqRuwarXKrFq55oD77ty5i9GjxtPuoguBcEvo05GfAzB71lxCIaNc+bLxPYGDZKHol2R1MMFmHtBKUj9JTYEaQD1gnKQ5QG+gekT+4QBmNgkoJSkVKA28J2k+8DTh4BGNr4BmwfICcJqkasBGM/sjS95mwJtB2aOA/Qc29pluZsvNLATMAWpGWZ+YGvv6aHq1v4te7e9ixudTaX75+QDUPrMO27b8ke3YjDv8vTB4GGlntSbtrNaMHDmWztdeAcDZjRqw+ffNrF69NlP+F4e8zrE1G3JinXNofn5HFi1eyoWt/gRAm9Yt6NmzOx0v68L27TsK/Fzya+hLb9G8yaU0b3Ipoz4dz1VXdwQg7az6bP59C2vW/JYpf4kSxTPGcVJSUmjdpgWLFy0FYNSn42na7BwAap1Yk6JFi7A+WcdtjsRuNDNbBDQgHHQeBi4HFgQthfpmdpqZtY7cJeshgIeAL4OW0SXA0VEWP4lwa6YpMAH4DbiCcBDKj50Rr9NJgu8fzf7fLNb8sobnJg2m2+O38VLvFzO2PTn66YzX193/FwZPHUrRYkcxeOpQ/vS3qwCodfqJDJ46lHMuakLXR7vTf9xzBX4OBaHXg49z7S13seyX5VzY8Tre/2RsoqsUV6M/+4Kl//cLP34/mcGDn+D2Hv/I2DZzxue57j/gmYc5pmRJxnz2DjNnfM6ggY/Hs7pxNW7sBJYt+5VZ333BM889TK+7+2Rsmzh5JADFixfjrf8O5qspnzDpm5H89tt6Xh06HIC33hjBcTVrMHnaKF5+9RluvSWZpz4f+i0b7Z2ZEfUOUlVgg5ntkHQx4e6xOkBnM5siqQhQx8wWSJoA/GBm3SSdB7xgZqdJ+hB408zel9QH6GJmNSW1AHqa2cU5lL8I2GxmaZLuBW4HbjezjyP3D2alrTWzhyW1I/y87QqEg91sMzsuOF6mMiUNBGaa2Ws5XYc/Hdchead9FKC3Zz2de6YjRLGqTXPPdIQodVTxRFchqWzYsjjbceBorb2wedTvNxW/mJivsuLlYD7BnwY8KSkE7Aa6A3uAZyWVDo75DLAgyL9D0rdAEeCGIO0JYJik3sCoPJY/DUgJXn8FPAZ8nU2+fwPDJS0gPJ7zC4CZrZc0OejC++wgynfOuQKVzC2WaOW5ZZOng4dbNj3NbGbcCkkQb9mEectmH2/Z7OMtm8zy27JZ3axF1O83lSdNSMqWzWH1PRvnnDscWUhRL9GQ1FbSj5KWSLovh3yXSzJJafk9h7gOhJtZi4PZT9JfgTuzJE82s9vyXSnnnDvExLIbTVIKMAhoBSwHZkgaaWYLs+Q7hvD78LRYlJvwWVfZMbNXgVcTXQ/nnEsGZjHtGWsELDGzpQCS3gE6AAuz5HsI6Af0Iga8G80555JcXqY+R97pJFi6ZjlcNeDXiPXlQVoGSQ2AGsF3FGMiKVs2zjnn9ol2LAbCdzoBhhxsWZIKAf2BLgd7jOx4sHHOuSQXSo9pN9oKwnd+2at6kLbXMYTvCjMhuE1kZWCkpEvzM7PYg41zziW5vLRsojADqC3peMJB5irgmoyyzH4HMm7MGKuvsPiYjXPOJTmz6Jfcj2V7CN95ZSzwPfBucMeXvpIujdc5eMvGOeeSXIxbNpjZaMK38IpMe+AAeVvEokwPNs45l+RiPPU5ITzYOOdckkuP7QSBhPBg45xzSc5bNs455+Iu1mM2ieDBxjnnklwcb85fYDzYOOdckvOWjXPOubgL+ZiNc865eAt5y8Y551y8ecvGOedc3PnUZ+ecc3Hns9GOYG+8d12iq5AUilVtmugqJI3tK79KdBWShm3fkugqHFa8G80551zceTeac865uEv3YOOccy7evBvNOedc3Hk3mnPOubgLJboCMeDBxjnnkpzhLRvnnHNxtse70ZxzzsWbt2ycc87FnY/ZOOeci7vDoWVTKNEVcM45l7NQHpZoSGor6UdJSyTdl832uyUtlDRX0heSjsvvOXiwcc65JBfLYCMpBRgEtANOBa6WdGqWbN8CaWZ2OjACeCK/5+DBxjnnkly6FPUShUbAEjNbama7gHeADpEZzOxLM9sWrE4Fquf3HDzYOOdckguhqBdJXSXNjFi6ZjlcNeDXiPXlQdqB3Ah8lt9z8AkCzjmX5PLyOBszGwIMiUW5kq4D0oDm+T2WBxvnnEtyMZ76vAKoEbFePUjLRFJL4J9AczPbmd9CPdg451ySC0U3FhOtGUBtSccTDjJXAddEZpB0JvAi0NbM1saiUB+zcc65JGd5WHI9ltke4HZgLPA98K6ZLZDUV9KlQbYngZLAe5LmSBqZ33Pwlo1zziW5PTH+TqeZjQZGZ0l7IOJ1y9iW6MHGOeeSXugwuIOABxvnnEtyeZmNlqw82DjnXJILHfoNGw82yWry3EX0e2M0oVCITi0acuMlmae5r1q3id5D3mfLth2EQiHuvLI1TeufxKjJcxg2+uuMfIt+XcM7D93KycdVKehTiKmn+/elXdsL2LZ9OzfeeBffzpl/wLwffvAqxx9/LPXPvBCAfo/15qKLW7Fr1y6WLv2ZG2+6m99/31xQVS8wvR/tz6TJ0ylbJpWP3hyc6OrE3dfT59Dv+VdJD4W4rN2F3HR1x0zbV675jQeeeoENmzZT+piSPHZ/DypXKAfAqjXreLD/YFb/th4Bzz96P9UqVyz4k4jS4XDXZ5+NloTSQyEeHfYJz/e6ng/73cGYKfP4aUXm2YcvfTyBNo3q8e7Dt9Hvtj/z6LBPALioSX3efeR23n3kdh7pdgXVKqQe8oGmXdsLqH3i8Zx86nl0734vgwY+dsC8HTu2Y+vWPzKljf9iEmfUv4AGDVuxePFS7rv39nhXOSE6tm/F4P4PJ7oaBSI9PcQjzw3l+Uf/wcdDn+azLyfz08/LM+V56sU3uKRVMz546Sm6db6CAUPfztj2j34D6XLlpYx85WmGD3qMsqmlC/oU8iRd0S/JKi7BRlIXSVWjyPeapCty2D5BUlqM65Yq6daI9RaSPo1lGfk1/6fl1KhUjuoVy1KkcGHannMaE2Z9nzmTYOuO8Pestm7bQYXUY/Y7zmdT5tL2nNMLospxdcklbXjjrREATJs+m9KppamczafQEiWKc9edXXn0sQGZ0seNn0R6ejoAU6fNplq1Qzv4Hkha/dMoXWr/34PD0bwfl3Bs1crUqFqJIkUK065FY76cPCNTnqU/L+fs+vUAaFS/Ll9+MxOAn35eTnp6Oo0bhv82ihc7mmJHH1WwJ5BHsb7rcyLEq2XTBcg12CRIKnBrbpkSae3GzVQuu++TVsWypVizMXO3T/fLLmTU5O9odccT3PbU69x3/cX7HWfstHmHRbCpVrUyy39dmbG+YvkqqlWtvF++vn3uof8zL7Jt2/YDHuuvXa5izNgv41JPV3DWrttA5YrlMtYrVSjHmvUbMuWpc8JxjP96OgBffD2dP7ZtZ9PvW1i2fCXHlCzB3/o8xZ9uuYf/vPgG6enJ/DZ9BAUbSTUl/SDpLUnfSxohqbikhpImSpolaaykKkFLJQ14K/gyUDFJD0iaIWm+pCFS3r8OK6m1pCmSZkt6T1LJIH2ZpH8H6fMknRykV5A0TtICSS9L+llSeeBxoFZQtyeDw5cMzmnvOWZbv8gb3A39cHxeTyGmPpsyl0ubnsm4Z+9hUM/r+efgEYRC+37V5i75laOLFqV2jUoJrGXBOeOMupxQ6zg+/njMAfPcf98d7Nmzh7ff/qAAa+YSpectnZk5dyF/uuUeZs5dSMXyZSmUUoj09BCz533P37t2Zvjzj7F81Ro+/nxCoqubI1P0S7LKS8vmJOB5MzsF2AzcBjwHXGFmDYFXgEfMbAQwE7jWzOqb2XZgoJmdZWb1gGLA/h/DcxAEid5ASzNrEBz/7ogs64L0F4CeQdqDwP/MrC7h5zEcG6TfB/wU1K1XkHYm8DfCz3Y4AWiSXT3MbIiZpZlZ2o2dYv6dpwwVy5Ri9YbfM9bXbthMpTKlMuX5cOIs2pwd7iI4o/ax7Ny9h41btmVsHzt1Hu3OPS1udYy37t3+wswZnzNzxuesWr2G6jX2NZSrVa/CipWrM+U/5+yGNGxwOksWTWXilx9Rp/YJfDHuvYzt13e+kovat6Tz9YfneM2RpmL5sqxeuz5jfc1v66lUrux+eZ7p05P3XnyCO264GoBSJUtQqXxZTjqxJjWqVqJwSgoXNGnEwsVLC7T+eXXEtGwCv5rZ5OD1m0AboB4wTtIcwsHgQM88OF/SNEnzgAuAunms5zmEA8HkoKy/AJFPjtv7UXUWUDN4fR7h5zRgZmOAjTkcf7qZLTezEDAn4hgJUfeEavyyej3L125g9549jJk6j+YNTs6Up0q50kxbEP4DWbpiLbt276FsqRIAhEIhxk4/tLvQXhg8jLSzWpN2VmtGjhxL52vDQ3tnN2rA5t83s3p15gkTLw55nWNrNuTEOufQ/PyOLFq8lAtb/QmANq1b0LNndzpe1oXt23cU+Lm42Kt3Ui1+XrGK5avWsnv3Hj6b8A0tGmce3t34++aM1v7Lwz+kU9vzg31PZMvWbWzYFO6anjZnPrWOy/fjWuLqcAg2eZn6nPV7RVuABWZ2bk47SToaeJ7wU99+ldQHODpPtQQB48zs6gNs33tH0nQObjp35B1ND/YYMVM4JYX7r7+Y7k8OIxQK0bFZQ06sXolB74+n7vHVaNHgFP5+TTv6Dv2IN8d8gwR9u17G3t6/WT8uo3LZ0lSvWDaXkg4Noz/7grZtL+DH7yezbft2brppX6N25ozPSTurdY77D3jmYY466ijGfPYOANOmzea22/d7Eu4hr9eDjzPj27ls2rSZCztex603dubyS9okulpxUTglhX/0uIFu9z1CeihEp7bnc2LNGgx87b/UrVOL8xunMeO7hQwY+jZCNDz9FP7Z40YAUlIK8fdbOnNTr76YGafWOYEr2sevpyIWknmWWbRklvt3UyXVBP4PaGxmUyS9DCwGbgY6B2lFgDrBDd0+Afqb2ZeSUoEfCbcWUgg/9W2EmfWR9BrwadD1ll25Ewh3i/1MuNVygZktkVQCqGZmiyQtIxzI1gUz154ysxaSBgG/mFk/Sa0J33SuAuGgOdvMjgvKaAH0NLOLg/WBwEwzey2na7Jj+nuHw5d6863keX9LdBWSxvaVXyW6CknDtm9JdBWSStEaZ+QrXDx97HVRv9/c9cubSRma8tKN9iNwm6TvgTIE4zVAP0nfEe5+ahzkfQ0YHHR57QReAuYTfsPPPD8xCmb2G+EZbsMlzQWmACfnuBP8G2gtaT7wJ2A1sMXM1hPujpsfMUHAOeeS1uHQjZaXls2nwQD/IUHSUUC6me2RdC7wgpnVj9XxvWUT5i2bfbxls4+3bDLLb8vmqTy0bHomacvmcL5dzbHAu5IKAbsId/k559wh54i5N5qZLSM88ywuJH0IHJ8l+V4zG3uwxzSzxYSnNDvn3CEtPdEViIGkaNmYWadE18E555JV6DB4yEBSBBvnnHMHlswD/9HyYOOcc0nu0G/XeLBxzrmk5y0b55xzcXc4zEbzh6c551ySS8eiXqIhqa2kHyUtkbTfvZskHSXpv8H2acF3LfPFg41zziW5WN5BQFIKMAhoR/gGx1dLOjVLthuBjWZ2IvA00C+/5+DBxjnnklwIi3qJQiNgiZktNbNdhO+O3yFLng7AsOD1CODCg3kOWSQPNs45l+QsD0sUqgG/RqwvD9KyzWNme4DfgXLkgwcb55xLcnnpRot8onCwdE1QtTPx2WjOOZfk8nIHATMbAgzJIcsKoEbEevUgLbs8yyUVBkoD68kHb9k451ySS8/DEoUZQG1Jx0sqClwFjMySZyThJyJD+FEy/7NoHhGQA2/ZOOdckrMY3kMgeOzK7YSfL5YCvBI89LIv4QdHjgSGAm9IWgJsIByQ8sWDjXPOJblY30HAzEYDo7OkPRDxegfhh07GjAcb55xLcn7XZ+ecc3F36IcaDzbOOZf09hwG4caDjXPOJblYThBIFA82B8k252vK+WGj1FHFE12FpGHbtyS6CklDxY5JdBUOK/6IAeecc3HnLRvnnHNx5y0b55xzcRfK35f3k4IHG+ecS3LRPhQtmXmwcc65JOdjNs455+LOx2ycc87Fnd+uxjnnXNx5N5pzzrm4824055xzcZduh3648WDjnHNJ7tAPNR5snHMu6fmYjXPOubjz2WjOOefizvx2Nc455+LNb1fjnHMu7rwbzTnnXNwdDt1ohRJdAeecczkLYVEv+SGprKRxkhYH/5fJJk99SVMkLZA0V9Kfozm2BxvnnEtylod/+XQf8IWZ1Qa+CNaz2gZcb2Z1gbbAM5JSczuwBxvnnEtyIbOol3zqAAwLXg8DOmbNYGaLzGxx8HolsBaokNuBfczGOeeSXF5mo0nqCnSNSBpiZkOi3L2Sma0KXq8GKuVSViOgKPBTbgf2YOOcc0kuL2MxQWA5YHCRNB6onM2mf2Y5jkk6YMGSqgBvAH8xy/3mbR5sktTkBct4YsQEQqEQnZrU44bWjTJtX7VhM/96fSxbtu8kFDLu6HAeTesdz5Tvf+bZj79md3o6RVJSuKtTUxqddGyCziJ2HnviX7Rq3Zzt27dzW7d7mfvdwv3yvPfBUCpVrkDhwoWZ8s1Met3dh1Ao/Ddw8y2dubHrtYTSQ3w+dgJ9/vVEAZ9BbHw9fQ79nn+V9FCIy9pdyE1Xd8y0feWa33jgqRfYsGkzpY8pyWP396ByhXIArFqzjgf7D2b1b+sR8Pyj91OtcsWCP4kC0PvR/kyaPJ2yZVL56M3Bia5OvsVyNpqZtTzQNklrJFUxs1VBMFl7gHylgFHAP81sajTlerBJQumhEI+9+z8G97iMSqnHcO0Tb9P8tFrUqlIuI89LY6bRukEdrmx2Bj+tWs/tz3/EZ/VupEzJYgzo1oGKqSVZsnId3Qd+wLhHu+ZQWvJr2bo5tWodR1r9lqSdVZ//PN2XVhdcsV++G/5yJ1u2bAVg2JsD6dipHR+8P4rzmp5Nu4supNm5l7Jr1y7Kly9b0KcQE+npIR55bihD+vWmcoVyXHXb/ZzfOI1ax1XPyPPUi29wSatmdGjdgmnfzmfA0Ld57L4eAPyj30BuvvYyGjc8nW3bdyApUacSdx3bt+Kayy/lHw89leiqxEQBfs9mJPAX4PHg/4+zZpBUFPgQeN3MRkR74AKbICCpi6SqUeR7TdL+7yTRl9NX0n6RW1ILSZ9GvG4cqzJjbf6y1dSokEr18qkUKZxCm4YnMWFu5i5RIf7YsQuArdt3UqF0CQBOrlGRiqklAahVpRw7d+9h1+49BXsCMdb+opa8M/wjAGbOmEOp1GOoVGn/8ci9gaZw4cIUKVok49PgDTddw4D+Q9i1K3y91q3bUDAVj7F5Py7h2KqVqVG1EkWKFKZdi8Z8OXlGpjxLf17O2fXrAdCofl2+/GYmAD/9vJz09HQaNzwdgOLFjqbY0UcV7AkUoLT6p1G61DGJrkbMFOBstMeBVpIWAy2DdSSlSXo5yHMl0AzoImlOsNTP7cAFORutC5BrsMkvM3vAzMbnkq0F0DiXPAmzdtNWKpfZ94dSKbUkazdtzZSn20XnMGrG97T+50vc/vxH3Hfl+fsdZ/y3izmlRkWKFjm0G7BVqlZixYpVGesrV6ymStXsxy1HfPgKi5ZOZeuWP/j4ozEA1DrxeM5tnMa4/43gk8/e4swGpxVIvWNt7boNVK64r3VbqUI51qzPHDjrnHAc47+eDsAXX0/nj23b2fT7FpYtX8kxJUvwtz5P8adb7uE/L75BevrhcOP6I4OZRb3ks5z1ZnahmdU2s5ZmtiFIn2lmNwWv3zSzImZWP2KZk9uxDzrYSKop6QdJb0n6XtIIScUlNZQ0UdIsSWMlVQlaDWnAW0EULCbpAUkzJM2XNERRtOklnSXpg+B1B0nbJRWVdLSkpUF6RitFUtugjrOBy/bWG+gG3BXUpWlw+GaSvpG0NJlaOQcyZuaPXHp2XT5/5GYG3tqR3sPGEArt+0VbsnIdAz7+mt5XH7B79rB0RacbOKV2Y446qijNmp8LQOHCKaSWKU2rC67gwd79eGXYgATXMn563tKZmXMX8qdb7mHm3IVULF+WQimFSE8PMXve9/y9a2eGP/8Yy1et4ePPJyS6ui5K6RaKeklW+W3ZnAQ8b2anAJuB24DngCvMrCHwCvBI0K83E7g2iILbgYFmdpaZ1QOKARdHUd63QP3gdVNgPnAWcDYwLTKjpKOBl4BLgIYEsy/MbBkwGHg6qMtXwS5VgPOCejyeXeGSukqaKWnm0FFfZZclJiqmlmT1xi0Z62s2bc3oGtvrw2/m07phHQDOOKEqO3fvYdMf28P5N27h7pc+4aHr21CjQmrc6hlPN958LRMnj2Ti5JGsWb2WatWqZGyrWq0yq1auOeC+O3fuYvSo8bS76EIg3BL6dOTnAMyeNZdQyCh3CI7bVCxfltVr12esr/ltPZXKld0vzzN9evLei09wxw1XA1CqZAkqlS/LSSfWpEbVShROSeGCJo1YuHhpgdbfHbyCuoNAPOU32PxqZpOD128CbYB6wDhJc4DeQPUD7Hu+pGmS5gEXAHVzK8zM9gA/SToFaAT0J9x32BTI+u5/MvB/ZrbYwm3LN3M5/EdmFjKzhRxgbrmZDTGzNDNLu/GiptlliYm6x1Xml7UbWbHud3bvSWfsrB9pftoJmfJUKVuKaT/8AsDS1evZtSedMiWLsXnbDnq88BF3djiPM2tVi1sd423oS2/RvMmlNG9yKaM+Hc9VwayrtLPqs/n3LaxZ81um/CVKFM8Yx0lJSaF1mxYsXhR+Mx316XiaNjsHgFon1qRo0SKsPwTHbeqdVIufV6xi+aq17N69h88mfEOLxmmZ8mz8fXPGDLyXh39Ip7bnB/ueyJat29iwaTMA0+bMzzSxwCW3AhyziZv8duZnPbMtwAIzOzennYJWx/NAmpn9KqkPcHSUZU4C2gG7gfHAa0AK0Cv6amdrZ2QV83msfCmcUoj7rryA7oM+IBQyOpxblxOrluf5T7/h1GMr0eL0Wtx9WTP6vj2Ot76cDYh/d26DJP478Tt++W0TL46exoujw429wT0uo+wxxRN5SvkybuwEWrVuzqzvvmD79u3c3n3fHTQmTh5J8yaXUrx4Md7672COOqoohQoV4qtJU3l16HAA3npjBM89/xiTp41i167d3HrLPYk6lXwpnJLCP3rcQLf7HiE9FKJT2/M5sWYNBr72X+rWqcX5jdOY8d1CBgx9GyEann4K/+xxIwApKYX4+y2dualXX8yMU+ucwBXtD98u1l4PPs6Mb+eyadNmLux4Hbfe2JnLL2mT6GodtBjcGSDhdLADSsHYx/8Bjc1sSjBTYTFwM9A5SCsC1DGzBZI+Afqb2ZfBfXR+BGoSDhRTgRFm1kfSa8CnB5pSJ6kF8DrhaXe9JU0l3BI5IfgS0mvAp8GyCDjfzH6SNBw4xswulvR3oJSZPRgcM1OZkraaWUlysH384EP/px8D1Tr9J9FVSBqrF0Y9C/Swp2KHz0ywWChS/oR8fYCtW+nsqN9vFqyZlpRz2vPbjfYjcJuk74EyBOM1QD9J3wFz2Dfr6zVgcNC9tpPweMp8YCyQef5mzqYRDi6TgvW5wDzLEjXNbAfhWzaMCiYIRH456ROgU5YJAs45l5QOhwkC+W3ZfBoM8B9xvGUT5i2bfbxls4+3bDLLb8umToW0qN9vFv02MylbNof2FzCcc+4IkMwD/9E66GATTCGOW6tG0ofA8VmS7zWzsfEq0znnktHhMEEgaVs2ZtYp0XVwzrlkcES3bJxzzhWMKO7gn/Q82DjnXJJL5llm0fJg45xzSS6Zb0MTLQ82zjmX5GL58LRE8WDjnHNJzmejOeecizufjeaccy7uvBvNOedc3PlsNOecc3HnYzbOOefizrvRnHPOxd3h8D2b/D7PxjnnXJyZWdRLfkgqK2mcpMXB/2VyyFtK0nJJA6M5tgcb55xLcgX48LT7gC/MrDbwRbB+IA+x7yGWufJg45xzSS5kFvWSTx2AYcHrYUDH7DJJakj4icmfR3tgDzbOOZfkCqobDahkZquC16sJB5RMJBUC/gP0zMuBfYKAc84lubzcQUBSV6BrRNIQMxsSsX08UDmbXf+ZqUwzk5RdwbcCo81suRT9E6g92DjnXJLLS4slCCxDctje8kDbJK2RVMXMVkmqAqzNJtu5QFNJtwIlgaKStppZTuM7Hmyccy7ZFeD3bEYCfwEeD/7/OJu6XLv3taQuQFpugQZAh8OXhY5UkrpGNo+PZH4t9vFrsY9fi7yRVA54FzgW+Bm40sw2SEoDupnZTVnydyEcbG7P9dgebA5dkmaaWVqi65EM/Frs49diH78WycNnoznnnIs7DzbOOefizoPNoc37ovfxa7GPX4t9/FokCR+zcc45F3fesnHOORd3Hmycc87FnQcb55xzcefBJolJaiHp0xy2d4n2WRJ5LLeLpKoR68sklY91OQcjt2sSxf5pkp49wLZlkspLSg1uxRGTMvNQt0zXPYd8r0m6IoftE4Iv4cWybof0NYli/76S9ruNS+R5Bq8bx6rMI40HG5edLkCuf+CHIjObaWZ35JItlfDNBgtaF5L3uqdyGF8TM3vAzMbnkq0F0DiXPO4APNjkk6QSkkZJ+k7SfEl/ltRQ0kRJsySNDW5ot/cT5wBJc4K8jYL0RpKmSPpW0jeSTjqIelSQ9L6kGcHSJEjvI+mVoOylku6I2Odfkn6U9LWk4ZJ6Bp/U0oC3gnoWC7L3kDRb0jxJJyfrNQnql6qw9ZKuD9Jfl9QqyyfVcpI+l7RA0svA3lvYPg7UCur0ZJBWUtIIST9IekvK/Xa3kmpG5P8+2L94dtciu+su6YHgZzlf0pBoysymDq2D6zhb0nuSSgbpyyT9O+vPNPg9Grf3mkj6WeFW7SF7TSSdJemD4HUHSdslFZV0tKSlQXpGK0VS26COs4HL9tYb6AbcFdSlaXD4ZsHv51J5KydneXlOgi/ZPjvicuCliPXSwDdAhWD9z8ArwesJe/MCzYD5wetSQOHgdUvg/eB1C+DTHMruAgwMXr8NnBe8Phb4PnjdJ6jPUUB5YD1QBDgLmAMcDRwDLAZ6RtQzLaKcZUCP4PWtwMtJfE0GAxcB9YAZEcdeDJSI3B94FnggeH0RYME1qrm3HhFl/g5UJ/wBbcrea53LdagZHLNJsP4K0CuXaxF53ctGvH4DuCR4/RpwRQ7lTiD8Jl2e8JMUSwTp90acb7Y/U2AgcH/wuu3hcE0I33B4afD6qeD3ognQHBgeuT/hv4dfgdqEP3y8G/H70ofgbyRin/eC8z8VWFJQ7zuH4uJ3fc6/ecB/JPUDPgU2En6jGxd86EoBVkXkHw5gZpMUfoZ3KuE3+2GSahP+QyxyEPVoCZwa8UGv1N5PscAoM9sJ7JS0lvADkZoAH5vZDmCHpE9yOf4Hwf+zCD7t5SCR1+QrwkHrZ+AFoKukasBGM/sjywfhZnvPxcxGSdqYw3Gnm9lyAElzCL9pfh1FfX41s8nB6zeBf5DztYh0vqR7gOJAWWABkNvPKdI5hN8EJwdlFSUcFPbK7md6HtAJwMzGHA7XxMz2SPpJ0ilAI6A/4Z99CuHfl0gnA/9nZouD83qTzM+GyeojMwsBCyXt96Axt48Hm3wys0WSGgDtgYeB/wELzOzcA+2SzfpDwJdm1ilork84iKoUAs4JgkeG4I93Z0RSOgf3c997jFz3T/A1mQTcRrh190/Cb5xXsP+bSl4d7DXMem5byPlaACDpaOB5wp/qf5XUh/Cn7rwQMM7Mrj7A9qh/prnsn9djJOKaTALaAbuB8YRbJSmEW1X5EXkN8tzNeSTxMZt8UnimzDYzexN4EjgbqCDp3GB7EUl1I3b5c5B+HvC7mf1OuJtpRbC9y0FW5XOgR0S96ueSfzJwSdBvXRK4OGLbFsIti4OSyGtiZr8S7vapbWZLCX/S7kn4zSarScA1QdntgDJBer7OP4tj9553UNZUDnwtIsvd+ya6Lvj5HMx4wFSgiaQTg7JKSKqTyz6TgSuD/K05fK7JV8DfgClm9htQDjgJmJ8l3w9ATUm1gvXIQB3La3DE8WCTf6cB04NuhAeBBwj/EfST9B3hcZHIGSw7JH1LeGzhxiDtCeCxIP1gW5t3AGmS5kpaSHgw84DMbAbhByXNBT4j3PX1e7D5NWCwMk8QyItEX5NpwKLg9VdANbLv3vk34QHeBYS7kX4BMLP1hLue5mvfYPjB+hG4TdL3hN+4n+PA1+I1gutO+BPzS4TfDMcSHmfIk+BNtQswXNJcwl1oOU7uIHxNWkuaD/yJ8HPotxwG12Qa4e7jvR865gLzLBh82SvoGegKjAomCEQ+qfIToFOWCQIuSn5vtAIkaQLhAcaZia4LgKSSZrZVUnHCf4RdzWx2AddhAkl0TWIp6P771MzqJbou0ZJ0FJAejHOcC7xgZvVjePyaHGLXxMWGj9kc2YZIOpVw98Swgg40LikdC7wrqRCwC7g5wfVxhwlv2RwCJP0VuDNL8mQzuy0R9UkGfk1A0ofA8VmS7zWzsYmoTzLwa5K8PNg455yLO58g4JxzLu482DjnnIs7DzbOOefizoONc865uPt/g0BU4hHqtQgAAAAASUVORK5CYII=\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "sns.heatmap(iris.corr(), annot=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "más facil....\n", "\n", "### Faceting\n", "\n", "Es el acto de dividir los datos con respecto a distintos subplot y combinarlos en un unica figura. Es muy util tambien cuando queremos hacer una analisis exploratoria de los datos. En seaborn vamos a utilziar la función *FacetGrid*. Antes definimos la función con respecto al cual queremos descomponer el analisis y luego definimos la funcion *map* para definir el tipo de plot así como la caolumna (variable) que queremos definir.\n", "[Documentación](https://seaborn.pydata.org/generated/seaborn.FacetGrid.html)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "g = sns.FacetGrid(iris, col='class')\n", "g = g.map(sns.kdeplot, 'sepal_length')" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "response\n", "no 60000\n", "yes 60000\n", "Name: salary, dtype: int64" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "db.groupby('response')['salary'].median()" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "g = sns.FacetGrid(tips, col=\"time\", row=\"sex\")\n", "g.map(sns.scatterplot, \"total_bill\", \"tip\")" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "g = sns.FacetGrid(tips, col=\"time\", row=\"sex\")\n", "g.map_dataframe(sns.histplot, x=\"total_bill\")" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "g = sns.FacetGrid(tips, col=\"time\", hue=\"sex\")\n", "g.map_dataframe(sns.scatterplot, x=\"total_bill\", y=\"tip\")\n", "g.set_axis_labels(\"Total bill\", \"Tip\")\n", "g.add_legend()" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "g = sns.FacetGrid(tips, col=\"sex\", row=\"time\", margin_titles=True, despine=False)\n", "g.map_dataframe(sns.scatterplot, x=\"total_bill\", y=\"tip\")\n", "g.set_axis_labels(\"Total bill\", \"Tip\")\n", "g.fig.subplots_adjust(wspace=0, hspace=0)\n", "for (row_val, col_val), ax in g.axes_dict.items():\n", " if row_val == \"Lunch\" and col_val == \"Female\":\n", " ax.set_facecolor(\".95\")\n", " else:\n", " ax.set_facecolor((0, 0, 0, 0))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Pairplot\n", "\n", "Por último, vemos el diagrama de pares de Seaborns y Pandas *scatter_matrix*, que permiten trazar una cuadrícula de relaciones por pares en un conjunto de datos. Estas técnicas siempre plotean dos características entre sí. La diagonal del gráfico está llena de histogramas y los otros gráficos son gráficos de dispersión. " ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from pandas.plotting import scatter_matrix\n", "\n", "fig, ax = plt.subplots(figsize=(12,12))\n", "scatter_matrix(iris, alpha=1, ax=ax)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotly\n", "\n", "El paquete plotly Python existe para crear, manipular y renderizar figuras gráficas (es decir, tablas, diagramas, mapas y diagramas) representadas por estructuras de datos también denominadas figuras. El proceso de renderizado usa la biblioteca de JavaScript Plotly.js como bajo capa, aunque los desarrolladores de Python que usan este módulo rara vez necesitan interactuar con la biblioteca de Javascript directamente, si es que alguna vez lo hacen. Las figuras se pueden representar en Python como dictados o como instancias de la clase plotly.graph_objects.Figure, y se serializan como texto en JavaScript Object Notation (JSON) antes de pasar a Plotly.js. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Figure({\n", " 'data': [{'hovertemplate': 'x=%{x}
y=%{y}',\n", " 'legendgroup': '',\n", " 'line': {'color': '#636efa', 'dash': 'solid'},\n", " 'mode': 'lines',\n", " 'name': '',\n", " 'orientation': 'v',\n", " 'showlegend': False,\n", " 'type': 'scatter',\n", " 'x': array(['a', 'b', 'c'], dtype=object),\n", " 'xaxis': 'x',\n", " 'y': array([1, 3, 2], dtype=int64),\n", " 'yaxis': 'y'}],\n", " 'layout': {'legend': {'tracegroupgap': 0},\n", " 'template': '...',\n", " 'title': {'text': 'sample figure'},\n", " 'xaxis': {'anchor': 'y', 'domain': [0.0, 1.0], 'title': {'text': 'x'}},\n", " 'yaxis': {'anchor': 'x', 'domain': [0.0, 1.0], 'title': {'text': 'y'}}}\n", "})\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "x=%{x}
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Life Expectancy: 72.301
GDP per capita: 6223.367465
Population: 33333216
Year: 2007", "Country: Angola
Life Expectancy: 42.731
GDP per capita: 4797.231267
Population: 12420476
Year: 2007", "Country: Benin
Life Expectancy: 56.728
GDP per capita: 1441.284873
Population: 8078314
Year: 2007", "Country: Botswana
Life Expectancy: 50.728
GDP per capita: 12569.85177
Population: 1639131
Year: 2007", "Country: Burkina Faso
Life Expectancy: 52.295
GDP per capita: 1217.032994
Population: 14326203
Year: 2007", "Country: Burundi
Life Expectancy: 49.58
GDP per capita: 430.0706916
Population: 8390505
Year: 2007", "Country: Cameroon
Life Expectancy: 50.43
GDP per capita: 2042.09524
Population: 17696293
Year: 2007", "Country: Central African Republic
Life Expectancy: 44.741
GDP per capita: 706.016537
Population: 4369038
Year: 2007", "Country: Chad
Life Expectancy: 50.651
GDP per capita: 1704.063724
Population: 10238807
Year: 2007", "Country: Comoros
Life Expectancy: 65.152
GDP per capita: 986.1478792
Population: 710960
Year: 2007", "Country: Congo, Dem. Rep.
Life Expectancy: 46.462
GDP per capita: 277.5518587
Population: 64606759
Year: 2007", "Country: Congo, Rep.
Life Expectancy: 55.322
GDP per capita: 3632.557798
Population: 3800610
Year: 2007", "Country: Cote d'Ivoire
Life Expectancy: 48.328
GDP per capita: 1544.750112
Population: 18013409
Year: 2007", "Country: Djibouti
Life Expectancy: 54.791
GDP per capita: 2082.481567
Population: 496374
Year: 2007", "Country: Egypt
Life Expectancy: 71.338
GDP per capita: 5581.180998
Population: 80264543
Year: 2007", "Country: Equatorial Guinea
Life Expectancy: 51.579
GDP per capita: 12154.08975
Population: 551201
Year: 2007", "Country: Eritrea
Life Expectancy: 58.04
GDP per capita: 641.3695236
Population: 4906585
Year: 2007", "Country: Ethiopia
Life Expectancy: 52.947
GDP per capita: 690.8055759
Population: 76511887
Year: 2007", "Country: Gabon
Life Expectancy: 56.735
GDP per capita: 13206.48452
Population: 1454867
Year: 2007", "Country: Gambia
Life Expectancy: 59.448
GDP per capita: 752.7497265
Population: 1688359
Year: 2007", "Country: Ghana
Life Expectancy: 60.022
GDP per capita: 1327.60891
Population: 22873338
Year: 2007", "Country: Guinea
Life Expectancy: 56.007
GDP per capita: 942.6542111
Population: 9947814
Year: 2007", "Country: Guinea-Bissau
Life Expectancy: 46.388
GDP per capita: 579.231743
Population: 1472041
Year: 2007", "Country: Kenya
Life Expectancy: 54.11
GDP per capita: 1463.249282
Population: 35610177
Year: 2007", "Country: Lesotho
Life Expectancy: 42.592
GDP per capita: 1569.331442
Population: 2012649
Year: 2007", "Country: Liberia
Life Expectancy: 45.678
GDP per capita: 414.5073415
Population: 3193942
Year: 2007", "Country: Libya
Life Expectancy: 73.952
GDP per capita: 12057.49928
Population: 6036914
Year: 2007", "Country: Madagascar
Life Expectancy: 59.443
GDP per capita: 1044.770126
Population: 19167654
Year: 2007", "Country: Malawi
Life Expectancy: 48.303
GDP per capita: 759.3499101
Population: 13327079
Year: 2007", "Country: Mali
Life Expectancy: 54.467
GDP per capita: 1042.581557
Population: 12031795
Year: 2007", "Country: Mauritania
Life Expectancy: 64.164
GDP per capita: 1803.151496
Population: 3270065
Year: 2007", "Country: Mauritius
Life Expectancy: 72.801
GDP per capita: 10956.99112
Population: 1250882
Year: 2007", "Country: Morocco
Life Expectancy: 71.164
GDP per capita: 3820.17523
Population: 33757175
Year: 2007", "Country: Mozambique
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"zerolinecolor": "white" }, "yaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "zaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" } }, "shapedefaults": { "line": { "color": "#2a3f5f" } }, "ternary": { "aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "text": "Life Expectancy v. Per Capita GDP, 2007" }, "xaxis": { "gridcolor": "white", "gridwidth": 2, "title": { "text": "GDP per capita (2000 dollars)" }, "type": "log" }, "yaxis": { "gridcolor": "white", "gridwidth": 2, "title": { "text": "Life Expectancy (years)" } } } }, "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import math\n", "\n", "# Load data, define hover text and bubble size\n", "data = px.data.gapminder()\n", "df_2007 = data[data['year']==2007]\n", "df_2007 = df_2007.sort_values(['continent', 'country'])\n", "\n", "hover_text = []\n", "bubble_size = []\n", "\n", "for index, row in df_2007.iterrows():\n", " hover_text.append(('Country: {country}
'+\n", " 'Life Expectancy: {lifeExp}
'+\n", " 'GDP per capita: {gdp}
'+\n", " 'Population: {pop}
'+\n", " 'Year: {year}').format(country=row['country'],\n", " lifeExp=row['lifeExp'],\n", " gdp=row['gdpPercap'],\n", " pop=row['pop'],\n", " year=row['year']))\n", " bubble_size.append(math.sqrt(row['pop']))\n", "\n", "df_2007['text'] = hover_text\n", "df_2007['size'] = bubble_size\n", "sizeref = 2.*max(df_2007['size'])/(100**2)\n", "\n", "# Dictionary with dataframes for each continent\n", "continent_names = ['Africa', 'Americas', 'Asia', 'Europe', 'Oceania']\n", "continent_data = {continent:df_2007.query(\"continent == '%s'\" %continent)\n", " for continent in continent_names}\n", "\n", "# Create figure\n", "fig = go.Figure()\n", "\n", "for continent_name, continent in continent_data.items():\n", " fig.add_trace(go.Scatter(\n", " x=continent['gdpPercap'], y=continent['lifeExp'],\n", " name=continent_name, text=continent['text'],\n", " marker_size=continent['size'],\n", " ))\n", "\n", "# Tune marker appearance and layout\n", "fig.update_traces(mode='markers', marker=dict(sizemode='area',\n", " sizeref=sizeref, line_width=2))\n", "\n", "fig.update_layout(\n", " title='Life Expectancy v. Per Capita GDP, 2007',\n", " xaxis=dict(\n", " title='GDP per capita (2000 dollars)',\n", " gridcolor='white',\n", " type='log',\n", " gridwidth=2,\n", " ),\n", " yaxis=dict(\n", " title='Life Expectancy (years)',\n", " gridcolor='white',\n", " gridwidth=2,\n", " ),\n", " paper_bgcolor='rgb(243, 243, 243)',\n", " plot_bgcolor='rgb(243, 243, 243)',\n", ")\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "error_y": { "array": [ 0.1, 0.2, 0.1, 0.1 ], "arrayminus": [ 0.2, 0.4, 1, 0.2 ], "symmetric": false, "type": "data" }, "type": "scatter", "x": [ 1, 2, 3, 4 ], "y": [ 2, 1, 3, 4 ] } ], "layout": { "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": 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"white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "text": "Mt Bruno Elevation" }, "width": 500 } }, "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "z_data = pd.read_csv('https://raw.githubusercontent.com/plotly/datasets/master/api_docs/mt_bruno_elevation.csv')\n", "\n", "fig = go.Figure(data=[go.Surface(z=z_data.values)])\n", "fig.update_traces(contours_z=dict(show=True, usecolormap=True,\n", " highlightcolor=\"limegreen\", project_z=True))\n", "fig.update_layout(title='Mt Bruno Elevation', autosize=False,\n", " scene_camera_eye=dict(x=1.87, y=0.88, z=-0.64),\n", " width=500, height=500,\n", " margin=dict(l=65, r=50, b=65, t=90)\n", ")\n", "\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "lat": [ 41.979595, 33.64044444, 32.89595056, 33.43416667, 39.85840806, 29.98047222, 37.61900194, 33.94253611, 28.42888889, 35.21401111, 40.78838778, 27.97547222, 40.69249722, 36.08036111, 39.87195278, 44.88054694, 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8.1, 8.8, 6.5, 5.5, 4.2, 5.7, 7.2, 7.4, 7.3, 5.2, 6.1, 5.5, 5.4, 11, 11.4, 14.3, 5, 6.5, 7.7, 14.9, 8.3, 6.1, 8.7, 4.8, 4.5, 5.9, 7.1, 6.1, 4.8, 9.3, 5.7, 6.2, 4.3, 6.6, 6, 6.3, 6.4, 5.8, 6, 8.3, 5.5, 7.4, 6, 7.1, 6.8, 4.8, 5.5, 9.7, 4, 4.6, 8.9, 5.4, 5.3, 6.7, 9.5, 6.8, 5.8, 5.5, 5.5, 7.1, 4.4, 7.7, 6.4, 9, 7.3, 6.3, 10.2, 7.1, 6.2, 7.4, 5.7, 3.8, 4.6, 4.2, 4.5, 5.2, 5.3, 6.1, 5.1, 3.2, 4.1, 5.7, 4.6, 4.1, 5.7, 4.3, 5.4, 7, 4.1, 5, 4.3, 3.9, 7.3, 3.9, 4.2, 3.6, 4.9, 5.3, 4.4, 5.5, 3.8, 4.4, 5.4, 6.1, 8.2, 4.4, 4.3, 3.7, 3.8, 4.6, 4.2, 5, 5.6, 3.3, 4.4, 6.3, 7.1, 5.1, 4.1, 4.3, 4.9, 3.5, 5.5, 4.3, 4.3, 4.5, 4.5, 6.8, 3.9, 4.3, 4.8, 5.5, 5, 4.3, 4.6, 5.2, 6.6, 4.3, 4.8, 4.6, 5.8, 9.3, 4.3, 4.6, 6.1, 3.4, 7.3, 8.9, 3.5, 4.9, 4.7, 4.5, 3.6, 4.8, 5.4, 4.5, 4, 5.2, 4.9, 6.5, 7, 3.5, 6.3, 4.6, 5.5, 4.2, 4.7, 6.3, 4.1, 5.7, 7.4, 4.1, 6.4, 7, 5.8, 7.4, 6.2, 4.8, 4.2, 6.3, 5.4, 4.9, 3, 5.9, 5.4, 3.3, 7.2, 4.6, 4.9, 3.9, 2.9, 4, 3.8, 3.5, 2.6, 3.9, 3.8, 3.6, 3.9, 5.6, 2.8, 2.8, 8.6, 4.4, 5.9, 4.3, 4.6, 3.4, 4.7, 3.3, 3.1, 9, 2, 3.8, 4, 7.6, 3.7, 5.1, 4.3, 4.8, 5.3, 4.2, 2.3, 5, 3.4, 4.8, 5, 5.3, 5.5, 7.8, 3.3, 4.3, 4, 3.1, 3.7, 3.5, 4.5, 3.4, 5.1, 3.8, 3.6, 3.3, 2.7, 6.2, 3.8, 4.5, 2.8, 3.8, 3.2, 3.9, 2.6, 3.8, 3.3, 3.5, 2.7, 2.2, 2.4, 3, 3.3, 3, 3, 2.5, 4.3, 3.1, 3.1, 2.8, 3.5, 3.2, 3.5, 2.3, 2.9, 3.1, 3, 2.9, 3.5, 3.4, 2.8, 2.7, 2.4, 3.3, 3.8, 2.9, 2.6, 2.5, 3.8, 2.6, 3.8, 3.5, 2.5, 3.3, 2.5, 3.1, 2.1, 4.3, 3.2, 2.9, 3.2, 2.9, 3.6, 2.4, 2.9, 3.8, 3.4, 2.8, 3.8, 3.1, 3.5, 2.4, 2.3, 2.6, 2.8, 3.7, 2.8, 3, 3.4, 2.7, 3.2, 3, 3.2, 3.6, 3, 3, 3.3, 2.8, 2.7, 2.6, 3.4, 5, 3, 3.3, 2.8, 3.3, 2.3, 2.8, 5.4, 5.8, 5.6, 4.5, 4.5, 4.6, 5.4, 6.2, 5.1, 7.4, 6.6, 7.3, 5.9, 6.3, 5, 4.6, 6.1, 2.8, 3, 2.7, 3.9, 2.4, 3, 2.5, 3, 2.5, 2.4, 7.4, 4.2, 4.4, 5.5, 9.8, 7.5, 6, 5.1, 4.7, 3.8, 4.3, 4.4, 4.4, 3.9, 5.2, 6.1, 6.3, 4.1, 4.7, 5.2, 4.6, 5.8, 8.2, 6.8, 8.3, 6.1, 5.1, 4.9, 7.2, 6.6, 6.6, 6.5, 7.2, 5.7, 9.5, 6, 4.2, 14.7, 9.5, 8.8, 6, 6.9, 7.5, 5.7, 6.7, 8.9, 7.7, 5.4, 8.5, 7.5, 8.5, 9.1, 4.1, 7.2, 4, 6.2, 7.1, 5.4, 5.9, 5, 5.8, 5.7, 5, 5.3, 3.7, 5.7, 5.5, 4.2, 4.9, 5.3, 5.6, 5.7, 4.6, 5, 6.5, 5.5, 6.2, 5.3, 6.7, 4.9, 5.2, 4.7, 5.7, 3.9, 4.5, 5.8, 4.8, 4.5, 4.3, 4.3, 5.7, 6.4, 4.9, 4, 4.5, 4.3, 5.2, 4.2, 6.6, 3.8, 4.3, 5.4, 6, 4.7, 5.8, 4.3, 4.8, 5.1, 4.1, 4.4, 5.2, 4.6, 4.9, 4.2, 5.3, 4.4, 4.7, 4.3, 5.6, 5.8, 4.8, 5, 5.7, 6.7, 6.9, 6.3, 3.8, 4.9, 4.5, 5.2, 5.2, 5.2, 5.4, 4.7, 4.2, 5.6, 6.4, 5.4, 5.5, 6.4, 5.3, 6.3, 5.2, 6.7, 4.8, 4.5, 5.4, 4.5, 8.6, 4.9, 5.1, 5.3, 5.2, 8.8, 4.3, 5.2, 5.2, 8, 5.7, 4.6, 4.2, 6.5, 6.5, 9.4, 4.8, 5.4, 4.6, 5.3, 5.9, 5.9, 4.6, 4.8, 5.4, 4.9, 6.7, 4.7, 6.1, 5.2, 5, 6.6, 4.7, 7.3, 5.5, 4.3, 5.3, 6.3, 5.3, 6.4, 5.5, 5.5, 4.7, 4.9, 7, 7.9, 5.6, 5.5, 6.7, 5.4, 9.2, 4.6, 4.8, 4.8, 6.1, 4.9, 8.4, 4.3, 7.2, 4.2, 7.3, 7.4, 4.5, 5.8, 4.8, 8.1, 4.4, 5.2, 2.7, 3.3, 4.1, 3.2, 4.8, 2.2, 4.9, 2.6, 2.3, 2.7, 2, 2.7, 3.1, 4.5, 4.5, 3.1, 2.8, 2.4, 3.2, 3, 3.1, 3.9, 2.5, 3.5, 5.1, 3.2, 3.8, 3.6, 4.6, 3.3, 3.1, 3.5, 5.4, 5.1, 4.1, 2.9, 2.3, 4.1, 2.8, 11, 2, 5.8, 4.4, 2.5, 4, 2.2, 2.5, 2.3, 2.9, 3.9, 4.2, 4, 4.4, 7.5, 5, 5, 6, 6.2, 3.7, 7.4, 5.7, 4.4, 6.8, 4.5, 5.2, 4.4, 5.8, 6.6, 7, 6, 5.4, 4.1, 4.8, 3.5, 5.5, 4.2, 4.4, 4, 4.6, 6.7, 4.4, 4.3, 7, 4.3, 3.6, 5, 7.5, 5.3, 6.3, 5.4, 3.5, 6.5, 7.8, 8.3, 4.5, 4.8, 6.4, 4.3, 4.2, 5.9, 5.1, 3.8, 6.3, 5, 4.3, 8.3, 3.2, 4.3, 11.1, 4.8, 8.1, 4.9, 6, 8.6, 6.4, 4.6, 6.2, 4.7, 7.4, 5, 4.7, 3.6, 5.5, 5.5, 4.7, 7.6, 4.8, 4.1, 5.4, 5, 6.7, 5.7, 3.8, 4, 7, 4.1, 6.9, 3.9, 4.4, 4.1, 3.7, 6, 3.4, 6.7, 3.2, 7.5, 3.8, 4.4, 5.4, 4, 5.2, 5.6, 7.8, 2.5, 3.9, 7.5, 4.7, 4.9, 4.9, 5.9, 4.7, 5, 4.1, 3.9, 4.3, 5.4, 5, 3.3, 7.5, 3.9, 3.9, 8.4, 7.5, 4.5, 7.2, 5.9, 6.4, 3.4, 5.4, 8.8, 7, 5.3, 4.1, 3.2, 4.2, 7.2, 9, 4.2, 5.1, 5.2, 4.5, 5.5, 3.7, 6.2, 6.2, 4.3, 7.2, 5.8, 5.1, 6.7, 3.8, 6.3, 4.1, 4.7, 7.6, 5.2, 5.1, 7.1, 6.3, 9.7, 3.5, 4.5, 4.7, 4.8, 4.9, 7.2, 3.3, 6.3, 6.4, 3.9, 4.4, 4.8, 6.2, 6.5, 7, 6.9, 4.9, 6.4, 5.9, 7.8, 6.3, 4.2, 5.8, 6.7, 6.6, 6.9, 6.4, 5.1, 5.7, 5.8, 5.6, 5.1, 5, 4.3, 5.1, 4.6, 5, 5.4, 5.9, 6.7, 4.9, 4.2, 4.3, 4.7, 4, 5.2, 7.6, 6.3, 5.9, 5, 5.3, 6.6, 4.6, 5.1, 6.9, 7.5, 6, 4.2, 3.9, 6.4, 7.4, 7.1, 5.6, 6, 4.1, 4.8, 4.9, 5.6, 6.6, 8.2, 8, 5.2, 6.4, 7.8, 7.1, 7.3, 6.9, 5.4, 5.7, 4.2, 6.8, 4.5, 5.4, 6.4, 6.7, 6.7, 6, 5.8, 6.3, 4.2, 4.3, 5.2, 6.3, 4.7, 6.8, 6.4, 7.9, 6.2, 4.7, 7.3, 7.2, 5.7, 7.2, 4.8, 7.3, 5.5, 6.2, 5.9, 5.9, 6.2, 4.7, 4.6, 4.8, 4.7, 5.7, 4.8, 5.3, 4.8, 8.5, 4.4, 9, 7, 4.6, 4.4, 6, 3.9, 5.7, 6.9, 4.8, 6.3, 5.4, 6, 6.6, 4.4, 5.5, 7, 5.1, 6.5, 4.1, 5, 5.7, 5.6, 4.2, 5.1, 5.2, 5, 6.9, 4, 5.5, 8.4, 8.2, 4.4, 5, 8.6, 4.8, 4.7, 4.4, 4.6, 5.7, 6, 7.5, 4.5, 2.1, 2.5, 3.7, 2.6, 2.6, 2.5, 2.4, 7.9, 3.2, 2.8, 3, 3.7, 2.8, 2.9, 4.2, 3.8, 2.3, 4.1, 4.6, 8.5, 2.4, 2.2, 4.2, 2.5, 3.1, 2.9, 2.3, 3.2, 2, 3.2, 2.7, 2.2, 2.4, 2.5, 3.9, 2.2, 2.3, 2.5, 3.2, 3.1, 2, 4.5, 2.3, 3.3, 3.6, 3, 3.9, 2.5, 2.4, 3.4, 10, 2.9, 2.8, 2.6, 3.9, 2.8, 2.9, 2.2, 2.2, 6.1, 2.1, 2.7, 2.9, 4.8, 2.4, 4.2, 5, 5.1, 7.3, 7.1, 4.5, 4.5, 7, 4.7, 6.8, 5.7, 4, 5.1, 6.3, 6.7, 6.5, 4.8, 5.3, 6, 3.6, 7, 5.7, 4.4, 6.3, 5.2, 6.3, 5, 6, 4.1, 5.5, 5.5, 6.7, 5.2, 4.7, 8, 6.3, 6.1, 5.5, 6.6, 7, 5.9, 4.6, 7.7, 6.1, 7.2, 5.4, 4.9, 4.1, 7.9, 7.8, 5.8, 6.1, 4.2, 4.8, 5.5, 7.1, 4.4, 5, 6.4, 4.6, 4.1, 6.9, 5.4, 5.2, 3.9, 6.6, 7.2, 5.5, 6.5, 6.7, 5.8, 5, 7.4, 5.6, 4.2, 3.8, 7.6, 5.9, 5, 5.5, 4.6, 7, 5.3, 3.9, 5.8, 4.9, 7.2, 5.8, 6.3, 4.9, 4.9, 6.7, 6.1, 5.1, 3.5, 3.9, 4.3, 4.8, 6, 5.7, 4.4, 2.8, 5.3, 5.3, 4.4, 4.1, 3.7, 3.6, 7.7, 4.4, 3.7, 3.1, 3.6, 4.3, 4.7, 5.2, 3.4, 3.8, 4.4, 11.9, 4.4, 4.7, 3.5, 4.3, 5.6, 4.3, 7.2, 6.8, 3.4, 7.3, 3.1, 6.1, 5.2, 3.1, 4.5, 5.6, 4.1, 5.9, 3.5, 3.5, 4.8, 3.6, 4.3, 3.6, 4, 4.5, 5.4, 8.5, 7.6, 4.4, 3.8, 2.3, 4, 5.1, 3.1, 4, 3.4, 5.6, 5.1, 7.2, 4.3, 11.1, 5.5, 6.4, 4.9, 3.8, 4.9, 4.1, 4.5, 3.8, 3.7, 4.4, 5.2, 3.9, 5, 5, 6.9, 5, 3.7, 5.3, 3.9, 2.8, 3.8, 5.8, 4.3, 7, 3.8, 6.1, 6.7, 3.6, 5.7, 7.1, 4.9, 3.1, 3.9, 6.1, 5.3, 6.1, 2.2, 4.4, 3.3, 3.8, 4.7, 7.8, 4.5, 4.7, 4.7, 4, 4.5, 5.6, 6.7, 4.3, 5.6, 3.2, 4.9, 4.8, 7.8, 2.9, 7, 9.6, 10.7, 4.3, 5.9, 4.9, 3.8, 3.2, 5.2, 3, 3.6, 3.9, 4, 6, 6.9, 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pop=%{value}", "labels": [ "Albania", "Austria", "Belgium", "Bosnia and Herzegovina", "Bulgaria", "Croatia", "Czech Republic", "Denmark", "Finland", "France", "Germany", "Greece", "Hungary", "Other countries", "Ireland", "Italy", "Other countries", "Netherlands", "Norway", "Poland", "Portugal", "Romania", "Serbia", "Slovak Republic", "Slovenia", "Spain", "Sweden", "Switzerland", "Turkey", "United Kingdom" ], "legendgroup": "", "name": "", "showlegend": true, "type": "pie", "values": [ 3600523, 8199783, 10392226, 4552198, 7322858, 4493312, 10228744, 5468120, 5238460, 61083916, 82400996, 10706290, 9956108, 301931, 4109086, 58147733, 684736, 16570613, 4627926, 38518241, 10642836, 22276056, 10150265, 5447502, 2009245, 40448191, 9031088, 7554661, 71158647, 60776238 ] } ], "layout": { "legend": { "tracegroupgap": 0 }, "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 } }, "type": 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"geo": { "bgcolor": "white", "lakecolor": "white", "landcolor": "#E5ECF6", "showlakes": true, "showland": true, "subunitcolor": "white" }, "hoverlabel": { "align": "left" }, "hovermode": "closest", "mapbox": { "style": "light" }, "paper_bgcolor": "white", "plot_bgcolor": "#E5ECF6", "polar": { "angularaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "radialaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "scene": { "xaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "yaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "zaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" } }, "shapedefaults": { "line": { "color": "#2a3f5f" } }, "ternary": { "aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "text": "Population of European continent" } } }, "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "df = px.data.gapminder().query(\"year == 2007\").query(\"continent == 'Europe'\")\n", "df.loc[df['pop'] < 2.e6, 'country'] = 'Other countries' # Represent only large countries\n", "fig = px.pie(df, values='pop', names='country', title='Population of European continent')\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Muchas veces necesitamos una llave para poder acceder a los datos que requerimos. Igual hay un verdadero mercado y sitio especializados para esto. \n", "\n", "Por medio de los encabezaados HTTPS se manejan algunas informaciones sobre las APIs\n" ] }, { "cell_type": "code", "execution_count": 122, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Content-Encoding': 'gzip', 'Content-Type': 'application/json; charset=utf-8', 'Date': 'Fri, 07 May 2021 12:19:43 GMT', 'Server': 'Apache/2.4.46 (Amazon)', 'Strict-Transport-Security': 'max-age=15552000; includeSubDomains', 'Vary': 'Origin,Accept-Encoding', 'X-Content-Type-Options': 'nosniff', 'X-DNS-Prefetch-Control': 'off', 'X-Download-Options': 'noopen', 'X-Frame-Options': 'SAMEORIGIN', 'X-Response-Time': '2ms', 'X-XSS-Protection': '1; mode=block', 'Content-Length': '265', 'Connection': 'keep-alive'}" ] }, "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ "response = requests.get(\"https://api.thedogapi.com/v1/breeds/1\")\n", "response.headers" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ya sabiendo que es un json, podemos acceder a el atravez de:" ] }, { "cell_type": "code", "execution_count": 123, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'Affenpinscher'" ] }, "execution_count": 123, "metadata": {}, "output_type": "execute_result" } ], "source": [ "response.json()[\"name\"]" ] }, { "cell_type": "code", "execution_count": 135, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "La Divina Comedia ['Dante Alighieri'] \n", "La divina comedia ['Dante Alghieri'] \n", "La Divina Comedia por Dante Alighieri ['Dante Alighieri'] \n" ] } ], "source": [ "endpoint = \"https://www.googleapis.com/books/v1/volumes\"\n", "query = \"la divina comedia\"\n", "\n", "params = {\"q\": query, \"maxResults\": 3}\n", "response = requests.get(endpoint, params=params).json()\n", "for book in response[\"items\"]:\n", " volume = book[\"volumeInfo\"]\n", " title = volume[\"title\"]\n", " published = volume[\"authors\"]\n", " print(f\"{title} {published} \")" ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'kind': 'books#volumes',\n", " 'totalItems': 734,\n", " 'items': [{'kind': 'books#volume',\n", " 'id': 'WrPCDwAAQBAJ',\n", " 'etag': 'j6ynahmNPaE',\n", " 'selfLink': 'https://www.googleapis.com/books/v1/volumes/WrPCDwAAQBAJ',\n", " 'volumeInfo': {'title': 'La Divina Comedia',\n", " 'authors': ['Dante Alighieri'],\n", " 'publisher': 'Good Press',\n", " 'publishedDate': '2019-11-11',\n", " 'description': '\"La Divina Comedia\" de Dante Alighieri (traducido por Manuel Aranda y Sanjuan) de la Editorial Good Press. Good Press publica una gran variedad de títulos que abarca todos los géneros. Van desde los títulos clásicos famosos, novelas, textos documentales y crónicas de la vida real, hasta temas ignorados o por ser descubiertos de la literatura universal. Editorial Good Press divulga libros que son una lectura imprescindible. Cada publicación de Good Press ha sido corregida y formateada al detalle, para elevar en gran medida su facilidad de lectura en todos los equipos y programas de lectura electrónica. Nuestra meta es la producción de Libros electrónicos que sean versátiles y accesibles para el lector y para todos, en un formato digital de alta calidad.',\n", " 'industryIdentifiers': [{'type': 'OTHER',\n", " 'identifier': 'EAN:4057664122674'}],\n", " 'readingModes': {'text': True, 'image': True},\n", " 'pageCount': 941,\n", " 'printType': 'BOOK',\n", " 'categories': ['Fiction'],\n", " 'maturityRating': 'NOT_MATURE',\n", " 'allowAnonLogging': True,\n", " 'contentVersion': '1.5.5.0.preview.3',\n", " 'panelizationSummary': {'containsEpubBubbles': False,\n", " 'containsImageBubbles': False},\n", " 'imageLinks': {'smallThumbnail': 'http://books.google.com/books/content?id=WrPCDwAAQBAJ&printsec=frontcover&img=1&zoom=5&edge=curl&source=gbs_api',\n", " 'thumbnail': 'http://books.google.com/books/content?id=WrPCDwAAQBAJ&printsec=frontcover&img=1&zoom=1&edge=curl&source=gbs_api'},\n", " 'language': 'es',\n", " 'previewLink': 'http://books.google.com.mx/books?id=WrPCDwAAQBAJ&pg=PP1&dq=la+divina+comedia&hl=&cd=1&source=gbs_api',\n", " 'infoLink': 'https://play.google.com/store/books/details?id=WrPCDwAAQBAJ&source=gbs_api',\n", " 'canonicalVolumeLink': 'https://play.google.com/store/books/details?id=WrPCDwAAQBAJ'},\n", " 'saleInfo': {'country': 'MX',\n", " 'saleability': 'FOR_SALE',\n", " 'isEbook': True,\n", " 'listPrice': {'amount': 25, 'currencyCode': 'MXN'},\n", " 'retailPrice': {'amount': 25, 'currencyCode': 'MXN'},\n", " 'buyLink': 'https://play.google.com/store/books/details?id=WrPCDwAAQBAJ&rdid=book-WrPCDwAAQBAJ&rdot=1&source=gbs_api',\n", " 'offers': [{'finskyOfferType': 1,\n", " 'listPrice': {'amountInMicros': 25000000, 'currencyCode': 'MXN'},\n", " 'retailPrice': {'amountInMicros': 25000000, 'currencyCode': 'MXN'},\n", " 'giftable': True}]},\n", " 'accessInfo': {'country': 'MX',\n", " 'viewability': 'PARTIAL',\n", " 'embeddable': True,\n", " 'publicDomain': False,\n", " 'textToSpeechPermission': 'ALLOWED',\n", " 'epub': {'isAvailable': True},\n", " 'pdf': {'isAvailable': True},\n", " 'webReaderLink': 'http://play.google.com/books/reader?id=WrPCDwAAQBAJ&hl=&printsec=frontcover&source=gbs_api',\n", " 'accessViewStatus': 'SAMPLE',\n", " 'quoteSharingAllowed': False},\n", " 'searchInfo': {'textSnippet': '"La Divina Comedia" de Dante Alighieri (traducido por Manuel Aranda y Sanjuan) de la Editorial Good Press.'}},\n", " {'kind': 'books#volume',\n", " 'id': 'wGPSDgAAQBAJ',\n", " 'etag': 'NOQVX9XaqiA',\n", " 'selfLink': 'https://www.googleapis.com/books/v1/volumes/wGPSDgAAQBAJ',\n", " 'volumeInfo': {'title': 'La divina comedia',\n", " 'subtitle': '',\n", " 'authors': ['Dante Alghieri'],\n", " 'publisher': 'NoBooks Editorial',\n", " 'publishedDate': '1976',\n", " 'readingModes': {'text': True, 'image': True},\n", " 'pageCount': 441,\n", " 'printType': 'BOOK',\n", " 'maturityRating': 'NOT_MATURE',\n", " 'allowAnonLogging': True,\n", " 'contentVersion': 'preview-1.0.0',\n", " 'panelizationSummary': {'containsEpubBubbles': False,\n", " 'containsImageBubbles': False},\n", " 'imageLinks': {'smallThumbnail': 'http://books.google.com/books/content?id=wGPSDgAAQBAJ&printsec=frontcover&img=1&zoom=5&edge=curl&source=gbs_api',\n", " 'thumbnail': 'http://books.google.com/books/content?id=wGPSDgAAQBAJ&printsec=frontcover&img=1&zoom=1&edge=curl&source=gbs_api'},\n", " 'language': 'es',\n", " 'previewLink': 'http://books.google.com.mx/books?id=wGPSDgAAQBAJ&printsec=frontcover&dq=la+divina+comedia&hl=&cd=2&source=gbs_api',\n", " 'infoLink': 'https://play.google.com/store/books/details?id=wGPSDgAAQBAJ&source=gbs_api',\n", " 'canonicalVolumeLink': 'https://play.google.com/store/books/details?id=wGPSDgAAQBAJ'},\n", " 'saleInfo': {'country': 'MX',\n", " 'saleability': 'FOR_SALE',\n", " 'isEbook': True,\n", " 'listPrice': {'amount': 28.84, 'currencyCode': 'MXN'},\n", " 'retailPrice': {'amount': 28.84, 'currencyCode': 'MXN'},\n", " 'buyLink': 'https://play.google.com/store/books/details?id=wGPSDgAAQBAJ&rdid=book-wGPSDgAAQBAJ&rdot=1&source=gbs_api',\n", " 'offers': [{'finskyOfferType': 1,\n", " 'listPrice': {'amountInMicros': 28840000, 'currencyCode': 'MXN'},\n", " 'retailPrice': {'amountInMicros': 28840000, 'currencyCode': 'MXN'},\n", " 'giftable': True}]},\n", " 'accessInfo': {'country': 'MX',\n", " 'viewability': 'PARTIAL',\n", " 'embeddable': True,\n", " 'publicDomain': False,\n", " 'textToSpeechPermission': 'ALLOWED',\n", " 'epub': {'isAvailable': True},\n", " 'pdf': {'isAvailable': True},\n", " 'webReaderLink': 'http://play.google.com/books/reader?id=wGPSDgAAQBAJ&hl=&printsec=frontcover&source=gbs_api',\n", " 'accessViewStatus': 'SAMPLE',\n", " 'quoteSharingAllowed': False}},\n", " {'kind': 'books#volume',\n", " 'id': 'O0ESIQu9_7wC',\n", " 'etag': 'bzi0xAGR2sk',\n", " 'selfLink': 'https://www.googleapis.com/books/v1/volumes/O0ESIQu9_7wC',\n", " 'volumeInfo': {'title': 'La Divina Comedia por Dante Alighieri',\n", " 'subtitle': 'El Infierno',\n", " 'authors': ['Dante Alighieri'],\n", " 'publishedDate': '1870',\n", " 'industryIdentifiers': [{'type': 'OTHER',\n", " 'identifier': 'IBNF:CF005685501'}],\n", " 'readingModes': {'text': False, 'image': False},\n", " 'pageCount': 232,\n", " 'printType': 'BOOK',\n", " 'maturityRating': 'NOT_MATURE',\n", " 'allowAnonLogging': False,\n", " 'contentVersion': '0.2.1.0.preview.0',\n", " 'panelizationSummary': {'containsEpubBubbles': False,\n", " 'containsImageBubbles': False},\n", " 'imageLinks': {'smallThumbnail': 'http://books.google.com/books/content?id=O0ESIQu9_7wC&printsec=frontcover&img=1&zoom=5&source=gbs_api',\n", " 'thumbnail': 'http://books.google.com/books/content?id=O0ESIQu9_7wC&printsec=frontcover&img=1&zoom=1&source=gbs_api'},\n", " 'language': 'es',\n", " 'previewLink': 'http://books.google.com.mx/books?id=O0ESIQu9_7wC&q=la+divina+comedia&dq=la+divina+comedia&hl=&cd=3&source=gbs_api',\n", " 'infoLink': 'http://books.google.com.mx/books?id=O0ESIQu9_7wC&dq=la+divina+comedia&hl=&source=gbs_api',\n", " 'canonicalVolumeLink': 'https://books.google.com/books/about/La_Divina_Comedia_por_Dante_Alighieri.html?hl=&id=O0ESIQu9_7wC'},\n", " 'saleInfo': {'country': 'MX',\n", " 'saleability': 'NOT_FOR_SALE',\n", " 'isEbook': False},\n", " 'accessInfo': {'country': 'MX',\n", " 'viewability': 'NO_PAGES',\n", " 'embeddable': False,\n", " 'publicDomain': False,\n", " 'textToSpeechPermission': 'ALLOWED',\n", " 'epub': {'isAvailable': False},\n", " 'pdf': {'isAvailable': False},\n", " 'webReaderLink': 'http://play.google.com/books/reader?id=O0ESIQu9_7wC&hl=&printsec=frontcover&source=gbs_api',\n", " 'accessViewStatus': 'NONE',\n", " 'quoteSharingAllowed': False}}]}" ] }, "execution_count": 129, "metadata": {}, "output_type": "execute_result" } ], "source": [ "response" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Fuentes:\n", "* [TWS](https://towardsdatascience.com/exploratory-data-analysis-eda-python-87178e35b14)" ] } ], "metadata": { "celltoolbar": "Edit Metadata", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 5 }