{ "cells": [ { "cell_type": "markdown", "id": "ee916886", "metadata": {}, "source": [ "# Exercices sur les graphiques\n", "\n", "## Population\n", "\n", "À partir de la page [https://fr.wikipedia.org/wiki/D%C3%A9mographie_de_l%27Europe}(https://fr.wikipedia.org/wiki/D%C3%A9mographie_de_l%27Europe) et de la page [https://en.wikipedia.org/wiki/Demographics_of_France](https://en.wikipedia.org/wiki/Demographics_of_France) tracer sur un même graph la population du monde, de l'europe et de la france depuis 1800. " ] }, { "cell_type": "code", "execution_count": 6, "id": "35343980", "metadata": { "tags": [ "keep" ] }, "outputs": [], "source": [ "europe_annees = [1800, 1850, 1900, 1950, 1960, 1970, 1980, 1990, 2000, 2010, 2019]\n", "europe_population = [187000000 , 266000000 , 420000000 , 549329000 , 605407000 , 656919000 , 693567000 , 720858000 , 725558000 , 736413000 , 747183000]\n", "monde_population = [813000000, 1128000000, 1550000000, 2536431000 , 3034950000 , 3700437000 , 4458004000 , 5327231000 , 6143494000 , 6956824000 , 7713468000 , ]\n", "\n", "france_annees = [1806, 1821, 1831, 1841, 1851, 1872, 1881, 1891, 1901, 1911, 1921, 1931, 1946, 1950, 1960, 1970, 1980, 1990, 2000, 2010, 2020, 2022]\n", "france_population = [29107000, 30462000, 32569000, 34230000, 35783000, 36103000, 37672000, 38343000, 38962000, 39605000, 39108000, 41524000, 40125230, 41647258, 45464797, 50528219, 53731387, 56577000, 58858198, 62765235, 67287241, 67813396]" ] }, { "cell_type": "code", "execution_count": 11, "id": "709cc152", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "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": [ "from matplotlib.pyplot import figure\n", "\n", "fig = figure()\n", "ax = fig.subplots(1, 1)\n", "\n", "ax.plot(europe_annees, monde_population, label='Monde')\n", "ax.plot(europe_annees, europe_population, label='Europe')\n", "\n", "ax.plot(france_annees, france_population, label='France')\n", "\n", "ax.set_yscale('log')\n", "ax.grid(which='both')\n", "ax.legend()" ] }, { "cell_type": "markdown", "id": "c8aa0989", "metadata": {}, "source": [ "## Statistiques sur le COVID-19\n", "\n", "\n", "Le fichier {download}`data_covid.dat` contient trois colonnes : la première est la date, la seconde le nombre cumulé de décès en hôpital liés au COVID-19 et la troisième le nombre cumulé de décès en EHPAD liés au COVID-19.\n", "\n", "Le fichier commence le lundi 2 mars 2020. C'est l'origine de nos dates (jour 0). Dans la suite, on entend par date ou numéro du jour le nombre de jours écoulés depuis le 2 mars 2020. Ce fichier a été extrait de la base de donnée en janvier 2021 (il ne comprend donc que la première et début de la deuxième vague).\n", "\n", "1. Lire ce fichier à l'aide de la commande loadtxt, et extraire les trois colonnes dans trois variables." ] }, { "cell_type": "code", "execution_count": 1, "id": "2aa03c15", "metadata": {}, "outputs": [], "source": [ "from numpy import *\n", "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "1f013418", "metadata": {}, "outputs": [], "source": [ "date, deces_hopital, deces_ehpad = np.loadtxt('data/data_covid.dat', unpack=True)" ] }, { "cell_type": "markdown", "id": "f26992e2", "metadata": {}, "source": [ "2. Tracer le graphe du nombre de décès cumulé en hôpital et en EHPAD en fonction de la date." ] }, { "cell_type": "code", "execution_count": 3, "id": "01587d1e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(date, deces_hopital, label=\"hopital\")\n", "plt.plot(date, deces_ehpad, label=\"ehpad\")\n", "\n", "plt.grid()\n", "plt.xlabel(\"date\")\n", "plt.ylabel(\"deces\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "f6bcabb6", "metadata": {}, "source": [ "3. Ajouter sur le même graph le nombre total de décés cumulé" ] }, { "cell_type": "code", "execution_count": 4, "id": "97520801", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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tr3d1SDXG88+lathra15jZ+bOCrfZ7XYslnMfw92uXjse7/F4pdsnTpzItm3b2LRpE19//TUffvghmzdv5tixY3Tv3p0rrriCiRMn8sYbbxy/d0hhYWGF074LIdxLSl4Kt35/K0W2Iq5vdT2PdX/M4/tBypMk4maWLVt2fNr2qKgo+vXrx9q1awkNPXkSNqvVWuG070II9zJ542RsDhtf3/A1rcJbuTqcGidJ5BRnOmNwpyG+Mu27EO5Na82M7TNYuHchf7/07xdkAgGZCt4thISEHL8IsG/fvsenbT969ChLly6lR48eJ9UBKp32XQjhHl5f+zpvrn+Tq2KuYmznsa4Ox2nkTMQNREZG0qdPHzp27MjVV19Np06d6Ny5M0opXn/9dRo1akRkZCQWi4XOnTszcuTISqd9F0K43s7MncxKnMXwi4fzZM8n8VIX7t/rkkTcxKnDd//73/+etO7j48OSJUtOKqto2veYmBi2bdvmpCiFEFUx96+5+Fn8eLDLgxd0AgFpzhJCiBq19ehWFuxZwFUxVxHmF+bqcJxOzkSEEKIGFNuKmbljJh9v/Zj6AfX5V7d/uTqkWiFJxKS1vmCuIK0JxrWfQoiqcGgHo34ZxZajWxh40UAe7/E49QPquzqsWiFJBGO22oyMDCIjIyWRYCSQjIwMGTYsRBUt2ruILUe38Mxlz3BL21tcHU6tkiQCREdHk5qaytGjR89Yr7i42KO/WM8lfn9/f6Kjo89eUYg6bnvGdiaumUi7eu24uc3Nrg6n1kkSwRj51KJFi7PWS0hIcKv7a5wrT49fCHezMX0j9/16H+F+4fyv3/8u+JFYFZEkIoQQ1eDQDp5Z/gz1/Osx7appNApq5OqQXKLupU0hhKgBy9OWsy93H/fH3l9nEwhIEhFCiHNWaC3krQ1v0TCgIYObD3Z1OC4lSUQIIc7B9mPbGfnTSPZk7+HFPi9eUNO6V4ckESGEqKLv93zP7T/eztGio/yv3//o3VRuBCcd60IIUUWf7fiMNhFtmD5kOiG+7nFbCFeTMxEhhKiC5OxkEjMTuan1TZJAynFqElFK7VNKbVVKbVJKrTPL6imlFiuldpvPEWa5Ukq9o5RKUkptUUp1LXecEWb93UqpEeXKu5nHTzL3lcvNhRA1zuaw8faGt/FSXlwVc5Wrw3ErtXEm0l9rHau1jjPXxwO/aa3bAL+Z6wBXA23MxxjgAzCSDvAs0BPoATxblnjMOqPL7TfE+W9HCFGXaK15YeULLElZwqNxj9IgsIGrQ3IrrmjOGgrMMJdnADeWK5+pDauAcKVUY+AqYLHWOlNrnQUsBoaY20K11qu0MVvgzHLHEkKIGvHdnu+YnzSfsZ3Hclf7u1wdjttxdse6Bn5RSmngI631FCBKa33I3H4YiDKXmwIp5fZNNcvOVJ5aQflplFJjMM5uiIqKIiEhoVpvJj8/v9r7ugOJ33U8OXao2/F/duQzGno3pH1We5d9Bu78+Ts7iVyutU5TSjUEFiuldpbfqLXWZoJxKjN5TQGIi4vT8fHx1TpOQkIC1d3XHUj8ruPJsUPdjT+jKIOkuUmM6jiK/l3713xgVeTOn79Tm7O01mnmczowH6NP44jZFIX5nG5WTwOalds92iw7U3l0BeVCCFEjZifOxqEd0pl+Bk5LIkqpIKVUSNkyMBjYBiwAykZYjQC+M5cXAHebo7R6ATlms9fPwGClVITZoT4Y+NnclquU6mWOyrq73LGEEOK8/LTvJ6Ztm8YNrW7g4noXuzoct+XM5qwoYL456tYb+Fxr/ZNSai3wlVJqFLAfuNWsvxC4BkgCCoF7ALTWmUqpF4G1Zr0XtNaZ5vI4YDoQACwyH0IIUW1Wh5Vnlz/L98nfc2n9S3m8x+OuDum8/brjCCuTM5hw7SU1fuM9pyURrXUy0LmC8gxgQAXlGri/kmNNA6ZVUL4O6HjewQohhOm3A7/xffL3/P3SvzMudhw+Xp49N9a0ZXt58ccddGwSRmGpnSC/mv3al2lPhBCinKUpSwn3C+eB2AeweFlcHU61ORyaVxYm8vGyvQzp0Ii3hscS4Fvz70eSiBBCmOwOO8vSlnF508s9OoEUldr5z7zN/LDlECN7x/D0de2xeDlnQg9JIkIIYZqfNJ+skiz6Nevn6lCqpdhqZ9ryvUxbtpdj+aU8cXU7xlzRssb7QcqTJCKEEBj3CXl19av0atyLQRcNcnU45yw9t5jRn61nc0o2V7RtwINXtqZ7TD2nv64kESFEnVdsK+ZfCf8iMiCS16943eOasral5fD3GevILbby4Z3dGNKx9m7XK0lECFHnrT28lkMFh5h85WQi/CPOvoMbWbkng3umryEyyI95Y3vTvklorb6+JBEhRJ234uAK/Cx+9Gzc09WhnJMtqdmMnrmOZhGBfD66Fw1C/Go9BkkiQog6b/nB5cRFxeHv7e/qUKokLbuIOWsOMGPFPsIDffhsVE+XJBCQJCKEqONWHlzJ3py9DL94uKtDOav0vGKe/nYbv+w4AkB82wY8d0MHGoW5LvlJEhFC1FmHCw7zzIpniAmN4eY2N7s6nDPad6yA26asIruolPvjW3Nbj2ZERwS6OixJIkKIuiktP41RP48ivzSfSVdNcuumrIwiB099vJoSm51v7utT653nZyJJRAhR59gddsYuHkteaR4fD/6YDpEdXB1SpdJzi3l9bTGFDgtfjO7lVgkEJIkIIeqgdUfWsS93H6/1fY0O9d0zgRSU2PhizQGmLE0mp0Tz+ZgedGwa5uqwTiNJRAhR5/yQ/ANBPkFcedGVrg7lNFprZq0+wJu//EV2oZVeLesxOErRrbl7Xr8iSUQIUadsO7aNH5N/5IZWN7hdP4jWxsy7U//cS5/WkTwy6GK6NY9w2/urgyQRIUQdkpydzINLHqRhYEP+2fWfrg7nJFprXvoxkU+W7WXEZc155voOTpt5tyZJEhFC1Bnj/xyP1pr3BrxHuH+4q8M5rnwCGdk7hmevb+/UmXdrkiQRIUSdkF6YTmJmIo90e4RW4a1cHc5xf+w6ynu/J7Fmb6bHJRCQJCKEqCNWHlwJQO8mvV0ciaGw1MaE+dv4ZmMaTcMDePq69tzbJ8ajEghIEhFC1BF/pv1JpH8kbSLauDoU9h0rYMxn69idns/DA9owrn8r/Lw9a/r5Ml7OfgGllEUptVEp9YO53kIptVoplaSU+lIp5WuW+5nrSeb2mHLHeMIs/0spdVW58iFmWZJSaryz34sQwjOllKSweP9irm5xNV7K6V97Z7QpJZubP1hBel4JM+/twb8GtfXYBAK1kESAh4HEcuuvAW9prVsDWcAos3wUkGWWv2XWQynVHrgN6AAMAd43E5MFeA+4GmgP3G7WFUKI45Kzk/nk2CdE+EUwLnacS2NZszeT26esItDPwjf39aZvmwYujacmODWJKKWigWuBj811BVwJzDOrzABuNJeHmuuY2weY9YcCc7TWJVrrvUAS0MN8JGmtk7XWpcAcs64QQgCwMX0jdy68k1JHKZMHTCbEN8QlcZTaHMxatZ9RM9bSJNyfr+/rTcsGwS6JpaY5u09kEvAYUPaTiwSytdY2cz0VaGouNwVSALTWNqVUjlm/KbCq3DHL75NySnmFd5RRSo0BxgBERUVV+8Kd/Px8t77o52wkftfx5NjBM+PXWvP64dfx1b6MCh3FsW3HSCCh1uM4kGvn3Y0lHC3StAn3Ymx7BzvWr2LHORzDnT9/pyURpdR1QLrWer1SKt5Zr1MVWuspwBSAuLg4HR9fvXASEhKo7r7uQOJ3HU+OHTwz/q1Ht5J6IJWnez1Nw0MNXRL/st3HeP339QT7+TH9tkvp17ZBtUZfufPn78wzkT7ADUqpawB/IBR4GwhXSnmbZyPRQJpZPw1oBqQqpbyBMCCjXHmZ8vtUVi6EqMNK7CW8se4NAr0DuabFNaw7tK7WY/h2YxqPzt1MqwbBTL+3O43DAmo9htrgtD4RrfUTWutorXUMRsf4Eq3134DfgWFmtRHAd+byAnMdc/sSrbU2y28zR2+1ANoAa4C1QBtztJev+RoLnPV+hBCewaEdPPnnk2xI38Azlz1DsG/t9z38sOUg//pqE3ExEXw19rILNoFAFZOIUuphpVSoMnyilNqglBpczdd8HHhEKZWE0efxiVn+CRBplj8CjAfQWm8HvgJ2AD8B92ut7eaZzAPAzxijv74y6woh6rDPdnzGL/t/4dG4R7m25bW1/vorko7xyJebiWsewfR7ehAW4FPrMdSmqjZn3au1ftu8RiMCuAv4DPilKjtrrRPA6NHSWidjjKw6tU4xcEsl+78MvFxB+UJgYZXegRDigufQDr7Y+QVxUXGM6DDi7DvUoNxiK+/+tpvpK/bRon4QH9/dHX8fz73+o6qqmkTKeoKuAT7TWm9XnnZtvhDigrfq4CrS8tN4sMuDtfq6yUfzueuTNRzMKeKWbtE8PqQdYYEX9hlImaomkfVKqV+AFsATSqkQwOG8sIQQ4twcLTzKcyufo1FQIwY2H1hrr7s5JZt7pq9FAfPG9nbbm0c5S1WTyCggFkjWWhcqpSKBe5wWlRBCnIOf9/3My6tepshWxPQh0/Gz+NXK6y7bfYwxn62jXpAvn43qSYv6QbXyuu6kqqOzNMbUIg+Z60EYw3aFEMKlvk36lkf/eJQmwU2Yc92cWrtn+tbUHMZ8to6L6gXyzX2962QCgaonkfeBy4DbzfU8jHmrhBDCZQ7mH+SNdW/QtWFXZl0zq9buE5KSWci9M9YSEejLzFE9aBhad/+mrmoS6am1vh8oBtBaZwG+TotKCCHO4qd9PzFswTBsDhtP93oaby/n39nC7tDMXLmPa975k2Krnen3dKdhSN1NIFD1PhGrOWuuBlBKNUA61oUQLvLbgd/4zx//oVP9TkzsO5Fmoc3OvtN5sjs0D83ZyI9bDtGndSQvDu14wUyieD6qmkTeAeYDDZVSL2NcUT7BaVEJIUQlUvJSeGXVK1wccTHTh0zHx+L8obRaa57/fjs/bjnE40PaMbZfS4+7A6GzVCmJaK1nK6XWAwMwrhm5UWudeJbdhBCixmzP2M7Xu77mx+QfsXhZmNxncq0kEID3fk9i5sr9jLmiJffFu8/92d1BlZKIUqoXsF1r/Z65HqqU6qm1Xu3U6IQQdZ7NYWN24mzeXPcmfhY/BjUfxLjYcUSHRNfK6y/YfJA3ftnFTV2aMn5Iu1p5TU9S1easD4Cu5dbzKygTQogao7Xmh+Qf+GDzB6TkpdC/WX9eufyVWp1QMTWrkKe+2Uq35hG8PqwTXl7ShHWqKk97Ys6oC4DW2mFO1y6EEDXK5rCx9dhWPtvxGYv3L6Z9ZHve7v828c3ia/X+6HaH5pGvNqOBScNj8bG49t7s7qqqiSBZKfUQxtkHwDgg2TkhCSHqGod2sDNzJ7MTZ/Pbgd8osBYQ4B3A/bH3M6bTmFpNHgCHcor4z9wtrNmbyRu3dKZZvcBafX1PUtUkMhZjhNYEjGG+v2HeblYIIc6VQzvYnbWbtYfXsvbwWtYdWUduaS7+Fn+ubXktvZv05rIml7nknujb0nK4Y+oqrHbNKzddys1dm559pzqsqqOz0jFu+iSEEOfM6rCSnJ3MuiPrjieNnJIcAKKDoxlw0QC6N+pO7ya9iQyIdFmcx/JLGDNzHcF+3swe3avOTmVyLqo6OqstRlNWlNa6o1KqE3CD1volp0YnhPA4Du0gOTuZn/b9xK6sXezN2UtqXio2bQOgaXBT4qPj6dG4B92jutM4uLGLIzZY7Q7Gzd5ARkEp88bW3bmwzlVVm7OmAv8BPgLQWm9RSn0OSBIRog4rsBawO2s3+3P3sz93P9sztrP16FbyrHlYlIWY0Bhah7dmUPNBtAhrQdeorjQNds/moRd/2MGavZlMGh7LpdFhrg7HY1Q1iQRqrdeccoWmzQnxCCHckNaanJIcMooySM1PZVfWLnZl7SIhJYEiWxEAFmWhdXhrhrQYQvvI9sQ3i6d+QH3XBl5FX649wMyV+xndtwU3dnHPJOeuqppEjimlWnFi7qxhwCGnRSWEcAmr3Up2STZZJVkcKzzGgbwDLEtbxrLUZdgP2E+q2zioMYOaD2JQ80HEhMbQNKQpPl6edze/vw7n8fS32+nbpj6Py8WE56yqSeR+YArQTimVBuwF/namHZRS/sBSwM98nXla62eVUi2AOUAksB64S2tdqpTyA2YC3YAMYLjWep95rCcwboxlBx7SWv9slg8B3gYswMda64lVfeNCXIjsDjuFtkIKrAUUWs1nc/14me30bdnF2ezM2nm8s7u8ev716BvSlx7telDPvx5NgpvQJrxNrV705yx5xVb+PXcTwf7eTBoei7dcC3LOzphElFKPlFtdCPyOMX18AXAz8L8z7F4CXKm1zldK+QDLlFKLgEeAt7TWc5RSH2Ikhw/M5yytdWul1G3Aa8BwpVR7jJFhHYAmwK9mRz8Y9zQZBKQCa5VSC7TWO87h/QvhFA7toMReQqm9lGJbMUetR0nKSqLEXlLpo6xuqb208nq2cnXtJ9ctthVTbC+uUnwKRaBPIEHeQQT6BBLiG8Kg5oNoFNiICP8Iwv3Cqedfj2YhzWgY2JA//viD+Pbxzv3QallBiY2/fbyaxEN5fHhnNyKDa+duiBeas52JlA3SvhjoDnyHMQHjXcCaM+1oXuGeb676mA8NXAncYZbPAJ7DSCJDzWWAecBkZXTCDAXmaK1LgL1KqSSgh1kvSWudDKCUmmPWlSQiqqTEXnLSX+xFtqKT/lIvshVhdVixOqzkleZxpOAI6YXp5JbmUmovpdRhfIGD8aVsc9iOf6FbHdbTX3BB1WPz8fLBz+KHr8UXf4s/vhZf/Cx++Hn74WfxI8wnjChL1Ilyix/+Fn+CfIykEOQTRKB34EnrZY9A70ACvAPq9Cy0Dofm0bmb2ZaWw0d3xTGofZSrQ/JYZ0wiWuvnAZRSS4GuWus8c/054MezHdy8B8l6oDXGWcMeIFtrXdYpnwqU9WI1BVLM17UppXIwmryaAqvKHbb8PimnlPesJI4xmBdHRkVFkZCQcLbQK5Sfn1/tfd3BhRa/QzvItmdT6CikyFFEoaOQYkcxpbqULFsWufZcSnUpJY4SSrT5cJRQ7CimyFGE7RzGhnjhRZgljHDvcAK9AglRIXgrb7yVN0optNZYvC34+Pjgo3zwVt74KJ/jD3upnRD/kNPKT10vK6vyFdoO81FBzgLQaArMf+fjQvvd+S6plEVJVm672Bef9EQS0t17UnJ3/vyr2icSBZSWWy81y85Ia20HYpVS4Rj3I3FJr5XWegpGnw5xcXE6Pj6+WsdJSEiguvu6A0+L36EdpBemsz93PwfyDrBy+0pCfUPJLc0ltzSXvTl7SS9Mr3Bfby9vIv0jj//lHekTefwv8GDfYEJ8QwjxDTnpr/Wy5QDvAAJ9jLo+Xj74ePng7+1/XlNveNpnf6oLKf6ftx9m/k/r+b8uTXn11s4ecUbmzp9/VZPITGCNUmq+uX4jML2qL6K1zlZK/Y5xn/ZwpZS3eTYSDaSZ1dKAZkCqObljGEYHe1l5mfL7VFYuPEiRrYjNRzez4uAK9ubs5VD+IQ4XHqagtOD4BWpgnA1ElEYQ6hdKmG8YsQ1i6dGoB/UC6hHqG0qIbwjBPsEE+gQS5hfmkSOFhHMt3XWUh77YSOfoMF75v0s9IoG4u6pOe/Ky2Sne1yy6R2u98Uz7mLfQtZoJJACjA/w1jM75YRgjtEZg9LOA0WI8Alhpbl+itdZKqQXA50qp/2F0rLfB6I9RQBtztFcaRud7WV+LcEN/Zf7FjowdZBRnsDtrN0nZSRzKP0SeNQ8wzh5iQmNoEtyE2IaxhPiG0DioMReFXkTzkOYkrk3kyv5XuvhdCE91IKOQcbM30LJBMJ/e0wN/H4urQ7ogVHk6d631BmDDORy7MTDD7BfxAr7SWv+glNoBzFFKvQRsBD4x638CfGZ2nGdiztWltd6ulPoKo8PcBtxvNpOhlHoA+BljiO80rfX2c4hP1LCckhy2H9tOXKM4cktzWXdk3fGrmXdn7SY558TEz42CGtEmvA1xUXHUD6hP24i2dG/UnUCfymdL/Uv9VRtvQ1yAHFrz77mbUAqm3t2NekG+rg7pguG0e4JorbcAXSooT+bE6Kry5cXALZUc62Xg5QrKF2IMPRYutvnoZkb/MpoiWxHhfuFkl2QDxlXM0SHRNAtpxi1tb6FfdD/C/cNdMjurqLv+SLGxdl8hrw/rRHSETOtek+TGUuK85JXmseLgCiatn0SEXwQTek0gISWBdvXa0btJb9pEtMHPIuPvhetMW7aXmTtKuaxlJMO61s4tdesSSSKi2jamb+S+X++jwFpAhF8Ek/pPomtUV25odYOrQxMCgFmr9vPCDzvoFmVh2sjucntbJ5AkIs5ZTkkOT/z5BCsPriQ6JJr3BrxH5wad8faSXyfhPuZvTOXp77Yx8JKG3NYsnwBf6Uh3BpkoRpyTIwVH+Mfif7Dq0Cru6nAX066aRreobpJAhFv5dccRHp27hV4tIpl8R1e85QzEaeR/vjgrm8PG9O3T+W3/b+zM3ImPxYe34t+iX7N+rg5NiNPsPJzLQ3M20qFJKFNHxMlQXieTJCLOaMORDUxcM5HEzES6NOzCiA4jGNp6KC3CWrg6NCFOk1lQyt9nGLe3nXp3HMF+8hXnbPIJi0otTF7IU8ufokFAA97s9yaDYwa7OiQhKmW1O7hv1nrS80r46h+XERXq7+qQ6gRJIqJCs3bM4rW1r9EtqhvvXPkOob6hrg5JiEqlZBbyry83sW5/Fm8N70xss3BXh1RnSBIRJ9mVtYtp26bxY/KPDLxoIBOvmCjXeQi39tO2w/xn3mbQ8NbwztzURa4FqU2SRAQA2cXZvLLmFRbtXUSAdwCjOo7iwS4PYvGSTknhnkpsdl5duJPpK/bRKTqMybd35aJIuRq9tkkSEaTkpfCPxf/gUMEh/tHpH9zV/i7C/MJcHZYQldqfUcADn29ka1oO9/Zpwfir2+HrLVcsuIIkkTqu0FrIQ0seIqckh0+v+pTYhrGuDkmISjkcmu+3HGTC/G0oBVPu6sbgDo1cHVadJkmkDrM6rPz7j3+TnJPMBwM/kAQi3FZRqZ05aw/w8Z97ScsuostF4bx7exeZTNENSBKpw95c9ybL0pbxzGXP0LtJb1eHI8RpcoutzFq1n0/+3EtGQSk9Yurx2JCLuebSxvhYpPnKHUgSqYPsDjvvbXqP2YmzufOSO7mlbYUz8AvhModyipixYj+zV+0nr8RGv7YNuL9/a3q0qOfq0MQpJInUMVprXl79MnN3zeWm1jfxSLdHXB2SEFjtDtbvz+KPXUdJ+OsoiYdy8VJwzaWNGduvFR2bykAPdyVJpI6ZunUqc3fNZVTHUfyz2z9dHY6oo+wOTfLRfNbtzyLhr3SWJ2WQX2LD20vRrXkEjw9pxzWXNqJ5ZJCrQxVnIUmkDtlZtJP3Nr7H9S2v5+GuD7s6HFFH5BRZSUrPZ8ehXHYczGXHoVz+OpxLsdUBQOMwf67v3Jh+bRvSp3UkIf4+Lo5YnAtJInVEka2ILzO/JCY0hmd7P4tSMjW2qFl5xVa2peWyLS2HpPR8ko/lk3y0gIyC0uN1Qv296dAkjL/1bE77xqF0bhZGqwbB8vvowSSJ1BEfbf6IY7ZjvH7Z6zKNiai2wlIbKZlFJKXnk5Sez76MAvZlFJCeW0JadtHxevWDfWlZP5hB7aNo2SCIFvWDuaRxCE3DAyRh1KakX2Hl+6Dt4B8Ot86o8ZdwWhJRSjUDZgJRgAamaK3fVkrVA74EYoB9wK1a6yxl/Ga9DVwDFAIjtdYbzGONACaYh35Jaz3DLO8GTAcCgIXAw1pr7az35Kl2Ze1ixvYZ9ArqRfdG3V0djnBjpTYHOUVWcopKOZpXyv6MAtbuy2JpYiH5v/1EkdV+Uv0mYf40jwyiZ4t6tKgfxKXRYVzaNIzIYPlDxSUy9sCKd8BWAlrDju8gMBLCmoK3c2Y1duaZiA34t9Z6g1IqBFivlFoMjAR+01pPVEqNB8YDjwNXA23MR0/gA6CnmXSeBeIwktF6pdQCrXWWWWc0sBojiQwBFjnxPXkch3bw/MrnCfEN4caIG10djnAirTUlNgf5JTYKS+zkl9goKLVRUGKjoMRuPJvr+eZ6RkEJR/NOPApK7acdN8TPm3YRXnRqfRH1g/1oHOZP64bBtGoQLLecdQf5R2HRY1CYAYe3gq0Yguob25p2g1umQ3ADp72805KI1voQcMhczlNKJQJNgaFAvFltBpCAkUSGAjPNM4lVSqlwpVRjs+5irXUmgJmIhiilEoBQrfUqs3wmcCOSRE4y96+5bDm6hVcuf4WgFBnpUlvsDk2pzUGJzU6JzUF6oYPdR/Iotp4oK7ae/FxitVNsc1Bi1qmo7qn1y9bzS2wUltqxO6p2Iu5r8SLQz0JkkC8NQvzoFB1O/WA/6gX5EBbgQ1igL/UCfWkeGUiT8AD+XPoH8fHtnfypiTPKT4dju08vX/U+7P4FmnQ1ksZVr0CDtrUWVq30iSilYoAuGGcMUWaCATiM0dwFRoJJKbdbqll2pvLUCsorev0xwBiAqKgoEhISqvU+8vPzq72vKxy2HubNQ2/S1r8twQeCyS/wrPhPVVOfv0NrSu1QbNeU2MxnOxTbTnmuZHupXWN1gNUBNoc2n8Fartxe0Xf50qVVjtFbgY8FfLzAx0uZywpfL44vB1kg3Ad8/BT+4eBv8cbfG/wsigDz2d9b4e8N/paTn0++53iJ+Th51ZYFe9JgD573u38qT4+/NOsg1kl/w8eWX+H25BZ3cqC5edHw9oPAwVqLzelJRCkVDHwN/FNrnVu+U01rrZVSTu/D0FpPAaYAxMXF6fj4+GodJyEhgeruW9tK7CX833f/R5BfEJOvnUzj4MYeFX9FEhIS6NevH/klNrILrcajqNRcNp5zi63kFdvIKzGabcqadQpLjSacwlLjL/aq8lIQ5OdNkK83gX4WAn0tBPtY8PO24OvthZ+31/Hn8mV+3hb8fcxlHwvJu/+i86Ud8Pe24Ofjhb+P5ZR6J559vb2weLlX5/OF8LvjEfGnroMtX2G03J+QvW8ZPo5iuHWm0UFenm8wLZt2paWLBiw4NYkopXwwEshsrfU3ZvERpVRjrfUhs7kq3SxPA5qV2z3aLEvjRPNXWXmCWR5dQX2B0Yx1IO8AHw38iMbBjV0dTpWUjfxJyy7kYHYxucVWDmYXmWVFpGcXUPjLImxnaLIJ8LEQ4u9NsL83IX7eBPp60yTcnyBzOdjPQoD5HOjrTVDZs5kkgny9CfS1mPWNL/qaGE2UUJhMfKcm530ccYEpzoVdP4HdCvZSWPys8exzcid4kNUGV06A9kNdFGjlnDk6SwGfAIla6/+V27QAGAFMNJ+/K1f+gFJqDkbHeo6ZaH4GXlFKRZj1BgNPaK0zlVK5SqleGM1kdwPvOuv9eJISewlTt06lR6Me9G7qfhMrltoc7Dmaz87DuaRkFnE0r4QtaTlsS8s5rU0/1N+bZvUCadUgiGjfYtq3bk54oA/hgb6EBxjPEYE+hAX6EB7gK/eUEO7PbjMSR2k+rP4IDm44sS2oIYz9EyKan7TL8oQE4i+Pr904q8iZZyJ9gLuArUqpTWbZkxjJ4yul1ChgP3CruW0hxvDeJIwhvvcAmMniRWCtWe+Fsk52YBwnhvguQjrVAViYvJDM4kzGdBrj6lAottrZfSSfxMO5/LL9MJtSsskpsmIt12kQFuBD26hg7uvXiosbhdA0IoCm4QGE+vucNPrHaJJo54q3IUTN+fVZWDnZWPbygWHToGmcsR5UH3w9awCMM0dnLQMqawcYUEF9DdxfybGmAdMqKF8HdDyPMC84Wmtm7phJ24i29GjUo9ZfP6fQyi87DpOwy5hEb9+xAspOLiKDfBlwSUMig/1o1yiE9o1DuSgyED9vGSYqLkC2UrAWwsGN8M1oKDT/9tV26DoCLv+n0b8R6NkzE8sV6xeYlYdWkpSdxEt9XqqVK4NLbQ5WJmewck8Gq/dmsDU1B5tD0yjUn07RYVzXqQmXNAqhXeNQLqoX6HYdxkI4RdZ++GQw5B821uu3NRIHQEAEdB8FPgGui68GSRK5wMxOnE2kfyRXt7jaaa+htWbFngy+25TGLzuOkF1oxcei6BQdzpgrWjK4QyM6R4fJ9Bai7rDbjGaqVLPVPTvFOAsZ/JJxpXjHmz3+jKMykkQuIKX2UlYdXMXwdsPxtfjW+PELSmys35/F5CVJrNmXSYifNwMuach1nZrQp3V9uXpZ1D0r3oXt841RVhm74aLe4O0LDS+By+6H1qe13F9wJIlcQHZk7KDUUUq3ht1q7JjFVjtfrUth4dZDrN+fhdWuqR/sx4s3duTWuGjpzxB1y5HtsGYKOOxQWgDbv4HGscZoql5jofvfXR1hrZMkcgHZkG4MFYxtGHvex9JaM3v1ASb9uptj+SVcHBXCvZe3oGeLevRqGUmgr/zqiDrGVgJf3gW5B41+DTCaqW76CCx19x4o8k1wAdl4ZCMxoTFEBkSe13FSswp5+ttt/P7XUXq2qMd7d3ShZ8vzO6YQHmvrPPh2HNjNqWHu/BpaD3RtTG5EksgF4ljRMZYdXMbwi4dXa/+cQitfb0jlR7PZytfbi+dv6MDdlzWXDnJRt9htsPlzKC0ENPzxujGh4cXXGs+SQE4iSeQCMWfnHOwOO7e3u/2c9/1p2yHGf7OV7EIr7RqF8OjgtgyNbUqzeoFOiFQIN7dpNnz/0Il1/zCjySqqg+ticmOSRC4Ax4qOMStxFv2b9ad5aPOz72DSWvN+wh7++/NfdG4WzqxRHenYNMyJkQrhxg5uMu7JsfI9iLoURiwwyn0CLphrOpxBksgFYNL6SZTYS3gk7pEq75NfYuPZ77bz9YZUbujchNeHdcLfR0ZaiTrq8FaY0u/E+k1TLtjrOmqaJBEPtyNjBwv2LGBEhxFVOguxOzTTlu3lnSW7ySu28c+BbXh4QBvp9xB1j9bGUF0wJkL0DoC/zQW/YGPYrqgSSSIeTGvNG+veIMwvjNGdRp+1vtWhefCLDSzcepj4ixvwr4Ft6dws3PmBCuFuirLh06shfceJsq4joEVfl4XkqSSJeLCElATWHl7Lkz2fJNQ39Ix1i6123tlQwtZjh5lw7SX8vW/L2glSCHey7lPYuxQy98DRv6Dvo8a0JF5eEHunq6PzSJJEPNjMHTNpFtKMYW2HnbFesdXOvdPXsu2YndduvpTh3S+qpQiFcCN5R2DRY8bMuQHhcO0bEHevq6PyeJJEPFR6YTrrj6znvs734eNV+dWyWmsmfLuNFXsyGH2pryQQUbcc3gY7viNm/z5IyzHuIHjPIqjf2tWRXTAkiXioxfsXo9Fc1eKqM9abvmIf89an8tCANnT1OVhL0QnhQtZiOLDCuFhwwYNQlEnzslsbdRouCaSGSRLxUMvSltEirAUtwyru23A4NC8vTOSTZXsZeEkU/xzQhqVLJYmIC1RpgXGWoR0w715I/t0o9wuDBzfwx9YU4uPjXRrihUqSiAeyOWxsOLKB61tdX2mdSb/t5pNle7mrV3OeuvYSvORmUOJCorVxbUdpAez+GZZNAk7ccplBLxjTskfEQHADIMU1cdYBkkQ8UGJGIoW2Qro36l7h9u82pfHOb7u5pVs0LwztINeACM+kNRzbZVxFbi+F/SuM+3YAZCRB0uITdTsOg6bmLRDCL4JLrqv9eOsopyURpdQ04DogXWvd0SyrB3wJxAD7gFu11lnK+JZ7G7gGKARGaq03mPuMACaYh31Jaz3DLO8GTAcCgIXAw+Z92i94yw8uByAuKu60bRsOZPGfeVvo0aIeL990ae0mkKx9xuR10uZcN5R9yecdMi7ac9iN+4c77GAtgkObwFZs1DN2MJ6sRZB3GBy2k/fRdig4Vu5e5A6wFZ14PWUB32Bj2dsXrpwATePALxSadgX5Y8klnHkmMh2YDMwsVzYe+E1rPVEpNd5cfxy4GmhjPnoCHwA9zaTzLBCH8Ru4Xim1QGudZdYZDazGSCJDgEVOfD9uIb0wnRnbZ9CnSZ/TpnzPK7YybtYGGoX68+Gd3fD19qq9wDZ9Ad+ONZb7/NO4o5vdan65WE+0V3tZQHkZXwhe5jQr2mE+dLll8+Gwg7UASguJTkmCFVtPvGZRFmTuNb58ju9fwTHKHpy6XRtlKOMLSHkZDzCXzTKU8ZdwcY7xsJeWe+PmF9fxL7ByX2TlynoVF8NG/3KbT92v6sc6r/18/MEvBE4d0aftUHDU+CPg1M/MbqNPQRYsP6W87Iu/MhY/4+rvU2O0+EJIY+MeHMoCFu8Tvw+RrSE46sQxIltDvRbG/o0ulalI3JDTkojWeqlSKuaU4qFAvLk8A0jASCJDgZnmmcQqpVS4UqqxWXex1joTQCm1GBiilEoAQrXWq8zymcCN1IEk8nni5xTbinmy55OnbXv9p784klfM/HF9qBdU87fHPU5rSFkNx3bD8rehJNf4Amp+OYRFw/JJxqOGtQbYU65AWYw7yll8MRKB18lf/hWto8olMnNbWWKB0xMa5rOXD4Q2MW576u134nMwFsp9NqctgNZkHz5Mo0ZRJ5VVVK9aZSedgJ+lzFZsNAk5bJxEKQhtanyWp35uXt6kH82mafNWpyfXiOYQ2Qa8vE98rl4W4/OKbG2cMYgLWm33iURprQ+Zy4eBsv9VTTm55yvVLDtTeWoF5RVSSo0BxgBERUWRkJBQreDz8/OrvW9NWXJ4Cc18m5G8IZlkko+X786yM2t1MQObe5O9ZxMJe07ftzrxe9mLCSw8SL3MDfgXp6O0nZC83QQX7DeOGdSc3NDOWOuFktp0KFafYEK7dMHLYcXh5Y1WXmjljVYWtPJCaQdKO4CyZ+MvVG1+KZ14VoAXWinsFn/sFn/yCwoJDgo6HpvDywd9hmtk3Em+Tz7BwcFnr+im8n3y2e1XQfx5QJ4VsFawV7qTo6o6d/i/ez7cOX6XdaxrrbVSqlb6MLTWU4ApAHFxcbq6Q/0SEhJcOkyw2FZMyhcp3NX+LuK7nYjjQEYhT01dReMwfybd248gv4p/rGeN31ZqzCWUkQQZe+DASti//ETzTVBD46/M+q3gykegcWeCG3Yg2Pxr88T0j1ee71utNP6+HjpM09W/O+dL4nctd46/tpPIEaVUY631IbO5quxPlTSgWbl60WZZGieav8rKE8zy6ArqX9C2HtuKzWGja8Oux8v2HSvg9qmrKLLamTWqZ6UJpFJaQ3ICrJkKe/+A0nxzg4L6baHHGIiOM2Y1rdeipt6KEOICUdtJZAEwAphoPn9XrvwBpdQcjI71HDPR/Ay8opSKMOsNBp7QWmcqpXKVUr0wOtbvBt6tzTfiCsvTluOlvOjSsAsAyUfzuX3qKqx2zed/70X7JmeehPE4hx32LIEd38KOBUafRnAjuPQWaHEFNLgY6rWUG/EIIc7KmUN8v8A4i6ivlErFGGU1EfhKKTUK2A/calZfiDG8NwljiO89AGayeBFYa9Z7oayTHRjHiSG+i7jAO9WtDivf7fmOvk37EuYXhs3u4IHPN2K1a74Y3YuLG4Wc9Rg+pTnw6/Ow4ztjFlOfQOhwEzTvbYyz9/GvhXcihLiQOHN0VmU3+x5QQV0N3F/JcaYB0yooXwd0PJ8YPcnifYs5VnSMW9reAsCny/ex41Au7/+t69kTiK0UNs2ix5qnwVEMzXrCgGeg7RBJHEKI8yJXrHuA3NJc/rvuv7Sr147Lm17O6uQMJv60k0Hto7i6Y6PKd8xMhuXvQOICKMygIKwj4XdOM5qrhBCiBkgS8QDf7PqGY0XHmDxgMg6teGL+VppFBPC/WztXfkX6niUw52/GNQ7troXYO9iUYiFeEogQogZJEvEAS1KW0K5eOzpEduCTZXtJPlrApyO7E+JfyTUSiT/AvHuM0VV3fAVh5iU0qQm1FrMQom6oxXkxRHVkFGWwKX0T/Zv1JyO/hEm/7iL+4gb0b9ew4h22fQ1f3Q2NOsGI708kECGEcAI5E3FzS1OXotH0b9afNxfvoqjUzoRr21dc2VYCP/zLmM30rm+MOZKEEMKJ5EzEzS1JWULjoMaUFjZizpoD3H1ZDK0bVjJ9xq6fjAkC48dLAhFC1ApJIm6syFbEqoOr6NagD6NmrCMq1J+HB7SpuHJhJqyYbFw02DK+VuMUQtRd0pzlxpanLafYXsyqbU2w2jVzxvQkLLCCzvSkX+HbcUYiuf7tE1OsCyGEk0kScWM/Jv9IgFc4e1OimDay8+nNWFrDsv/Bby8aU5T/bR407uSaYIUQdZIkETeVU5JDQuoflGT25PrOzbiyXdTplRY+Cms/NqYsueFd8A2s/UCFEHWa9Im4qZ/3/oLNYYW8bjw+pIILBLfMNRLIZQ/AzR9LAhFCuIQkETf16ZavsZc04MmBA4mOqCBBrHgHoi6Fgc/LvaWFEC4jScQNLd27jdSi7UT79OVvPZufXiFtAxzeAl3uNO5PLYQQLiJJxM2U2mz8+/enwB7ApGtGnz431op3YWp/4/7iHf/PNUEKIYRJkoibufObZym2JDMs5iHaR0WfvNFug1UfGHcZvOMrCK5k6hMhhKglkkTchMPh4K6vXyCxaAExvgN59so7T66gNaz7BHLT4IpHoc1A1wQqhBDlSIO6Gyi2lnLz3P9wwLqEaO9+zB322skVslPgmzFwYAVc1Nu4mZQQQrgBSSIuVmgt4erPx5DJBi4NuolZ//ccXl6nnCD+NB4ObYZr3oC4e+WKdCGE25DmLBfKKsznui/uJ5MN9Iv8O58Pe+H0BLJvOez8Afr+C3qMlgQihHArkkRc5Nsdq+j/xVCO6tVcFnE3k697+PRK1mL4/mEIvwh6jav9IIUQ4iw8vjlLKTUEeBuwAB9rrSe6OKRKpeZk8tmmxfyy/yeOOtbjpUL5Z4c3GBV3VcU7/PkGZOyGO78B36DaDVYIIarAo5OIUsoCvAcMAlKBtUqpBVrrHa6Ix+FwkFNcyOH8bA7nZ3G0IIejBVlsOrKTLZkrKVB7UMoB9iDah1zP/wb/m+iwehUfLGUNLHsLOt8BrQfU7hsRQogq8ugkAvQAkrTWyQBKqTnAUKDGk8j1UztRohy8mAR2BQ7AocDOiXWbAnslU5C0skGvUkW8w4duyoFP0a8w69fKXzA7xWjGuurlmn4rQghRY5TW2tUxVJtSahgwRGv9d3P9LqCn1vqBU+qNAcYAREVFdZszZ845v9asxPFobceCwoLCC7BozHWjc8kbRaBWBGkvQvEiGC9CUDTDmyivc8vXDi9/9sXcRnFABbP3VlN+fj7BwZXcFdEDeHL8nhw7SPyu5ur4+/fvv15rHVfRNk8/E6kSrfUUYApAXFycjo+PP+djxMevIiEhgersW12Navh4tR1/TfPk+D05dpD4Xc2d4/f00VlpQLNy69FmmRBCiFrg6UlkLdBGKdVCKeUL3AYscHFMQghRZ3h0c5bW2qaUegD4GWOI7zSt9XYXhyWEEHWGRycRAK31QmChq+MQQoi6yNObs4QQQriQJBEhhBDVJklECCFEtUkSEUIIUW0efcV6dSiljgL7q7l7feBYDYZT2yR+1/Hk2EHidzVXx99ca92gog11LomcD6XUusou/fcEEr/reHLsIPG7mjvHL81ZQgghqk2SiBBCiGqTJHJuprg6gPMk8buOJ8cOEr+ruW380icihBCi2uRMRAghRLVJEhFCCFFtkkSqQCk1RCn1l1IqSSk13tXxVIVSap9SaqtSapNSap1ZVk8ptVgptdt8jnB1nGWUUtOUUulKqW3lyiqMVxneMX8eW5RSXV0X+fFYK4r/OaVUmvkz2KSUuqbctifM+P9SSl3lmqhPUEo1U0r9rpTaoZTarpR62Cx3+5/BGWL3iM9fKeWvlFqjlNpsxv+8Wd5CKbXajPNL83YXKKX8zPUkc3uMK+NHay2PMzwwppjfA7QEfIHNQHtXx1WFuPcB9U8pex0Yby6PB15zdZzlYrsC6ApsO1u8wDXAIkABvYDVbhr/c8CjFdRtb/4e+QEtzN8vi4vjbwx0NZdDgF1mnG7/MzhD7B7x+ZufYbC57AOsNj/Tr4DbzPIPgfvM5XHAh+bybcCXrvzdkTORs+sBJGmtk7XWpcAcYKiLY6quocAMc3kGcKPrQjmZ1nopkHlKcWXxDgVmasMqIFwp1bhWAq1EJfFXZigwR2tdorXeCyRh/J65jNb6kNZ6g7mcByQCTfGAn8EZYq+MW33+5meYb676mA8NXAnMM8tP/ezLfibzgAFKKVU70Z5OksjZNQVSyq2ncuZfUHehgV+UUuuVUmPMsiit9SFz+TAQ5ZrQqqyyeD3pZ/KA2dwzrVzzoVvHbzaPdMH4i9ijfganxA4e8vkrpSxKqU1AOrAY4+woW2ttM6uUj/F4/Ob2HCCyVgMuR5LIhetyrXVX4GrgfqXUFeU3auNc2GPGd3tavKYPgFZALHAIeNOl0VSBUioY+Br4p9Y6t/w2d/8ZVBC7x3z+Wmu71joWiMY4K2rn2oiqTpLI2aUBzcqtR5tlbk1rnWY+pwPzMX4xj5Q1OZjP6a6LsEoqi9cjfiZa6yPml4MDmMqJJhO3jF8p5YPxJTxba/2NWewRP4OKYve0zx9Aa50N/A5chtFEWHb32fIxHo/f3B4GZNRupCdIEjm7tUAbc6SEL0ZH1gIXx3RGSqkgpVRI2TIwGNiGEfcIs9oI4DvXRFhllcW7ALjbHCHUC8gp1+TiNk7pI7gJ42cARvy3maNsWgBtgDW1HV95Zpv6J0Ci1vp/5Ta5/c+gstg95fNXSjVQSoWbywHAIIx+nd+BYWa1Uz/7sp/JMGCJeZboGq7s1feUB8ZIlF0Y7ZRPuTqeKsTbEmP0yWZge1nMGO2mvwG7gV+Beq6OtVzMX2A0OVgx2n9HVRYvxmiW98yfx1Ygzk3j/8yMbwvGf/zG5eo/Zcb/F3C1G8R/OUZT1RZgk/m4xhN+BmeI3SM+f6ATsNGMcxvwjFneEiO5JQFzAT+z3N9cTzK3t3Rl/DLtiRBCiGqT5iwhhBDVJklECCFEtUkSEUIIUW2SRIQQQlSbJBEhhBDVJklEiFpkziz76Bm236iUal+bMQlxPiSJCOFebsSYZVYIjyDXiQjhZEqppzCuME7HmDhvPcakeWMwbi+QBNyFMcfTD+a2HOBm8xDvAQ2AQmC01npnLYYvxBlJEhHCiZRS3YDpQE/AG9iAcW+IT7XWGWadl4AjWut3lVLTgR+01vPMbb8BY7XWu5VSPYFXtdZX1v47EaJi3mevIoQ4D32B+VrrQgClVNm8ax3N5BEOBAM/n7qjOSttb2BuudtF+Dk7YCHOhSQRIVxjOnCj1nqzUmokEF9BHS+Me0rE1l5YQpwb6VgXwrmWAjcqpQLMmZWvN8tDgEPmFOZ/K1c/z9yGNu6JsVcpdQscv69559oLXYizkyQihBNp47atX2LMqLwI49YCAE9j3H1vOVC+o3wO8B+l1EalVCuMBDNKKVU2I7On3ppZXKCkY10IIUS1yZmIEEKIapMkIoQQotokiQghhKg2SSJCCCGqTZKIEEKIapMkIoQQotokiQghhKi2/weannnwkrj6xQAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(date, deces_hopital, label=\"hopital\")\n", "plt.plot(date, deces_ehpad, label=\"ehpad\")\n", "plt.plot(date, deces_hopital + deces_ehpad, label=\"total\")\n", "\n", "plt.grid()\n", "plt.xlabel(\"date\")\n", "plt.ylabel(\"deces\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "1dd06474", "metadata": {}, "source": [ "4. Au cours des 30 premiers jours, le nombre cumulé de décès en hôpital suit une loi proche d'une exponentielle. Tracer cette courbe en échelle semi-logarithmique." ] }, { "cell_type": "code", "execution_count": 5, "id": "ebefe632", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.semilogy(date[:30], deces_hopital[:30], label=\"total\")\n", "\n", "plt.grid()\n", "plt.xlabel(\"date\")\n", "plt.ylabel(\"deces\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "b3802eca", "metadata": {}, "source": [ "5. Au cours de ces 30 premiers jours, le nombre de décès peut s'écrire $N(j) = N_0(1+a)^{j-j_0}$. Tracer cette courbe avec les paramètres pour lesquels elle s'ajuste bien à l'œil. Quelle est la valeur de $a$? (Nous ne demandons pas dans cette question de faire un ajustement, mais simplement de superposer les deux courbes)." ] }, { "cell_type": "code", "execution_count": 6, "id": "aee8e76f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "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": [ "plt.semilogy(date[:30], deces_hopital[:30], \"ok\", label=\"total\")\n", "\n", "N0 = 200\n", "j0 = 15\n", "a = 0.27\n", "j = np.arange(30)\n", "\n", "plt.plot(j, N0*(1+a)**(j-j0), label=\"fit\")\n", "\n", "plt.grid()\n", "plt.xlabel(\"date\")\n", "plt.ylabel(\"deces\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "1c4a6352", "metadata": {}, "source": [ "6. Calculer le tableau du nombre quotidien de décès en hôpital et en EHPAD en fonction de la date. Et tracer la courbe pour l'hôpital. (Remarque, il est possible de faire cette opération sans boucle )" ] }, { "cell_type": "code", "execution_count": 7, "id": "d1d465df", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "deces_quot_hopital = deces_hopital[1:] - deces_hopital[:-1]\n", "date_quot = date[:-1]\n", "\n", "plt.plot(date_quot, deces_quot_hopital, label=\"total\")\n", "\n", "plt.grid()\n", "plt.xlabel(\"date\")\n", "plt.ylabel(\"deces\")\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "97ad4caf", "metadata": {}, "source": [ "7. Quel jour a connu le plus grand nombre de décès en hôpital ? (on utilisera la fonction `argmax`)" ] }, { "cell_type": "code", "execution_count": 8, "id": "c4fa190c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "34" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "max(deces_quot_hopital)\n", "argmax(deces_quot_hopital)" ] }, { "cell_type": "markdown", "id": "94120dfd", "metadata": {}, "source": [ "8. Combien de jours ont connu plus de 50 décés en EHPAD ?" ] }, { "cell_type": "code", "execution_count": 9, "id": "7945980d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "186" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.sum(deces_quot_hopital>=50)" ] }, { "cell_type": "markdown", "id": "d6c09acf", "metadata": {}, "source": [ "9. Comment extraire en une ligne le nombre de décés pour un jour de la semaine donné ?" ] }, { "cell_type": "code", "execution_count": 10, "id": "f7e5c91a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "8778.0" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.sum(deces_quot_hopital[0::7])" ] }, { "cell_type": "markdown", "id": "4486c8df", "metadata": {}, "source": [ "10. Calculer et tracer le nombre total de décès en hôpital par jour de la semaine. Pour quel jour de la semaine enregistre-t-on le moins de décès ?" ] }, { "cell_type": "code", "execution_count": 11, "id": "56e86243", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[8778.0, 7444.0, 7209.0, 6957.0, 5220.0, 4245.0, 8454.0]" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "list_result=[]\n", "\n", "for jour in range(7):\n", " res = np.sum(deces_quot_hopital[jour::7])\n", " list_result.append(res)\n", " \n", "list_result " ] }, { "cell_type": "code", "execution_count": 12, "id": "294ed927", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([187.17777778, 160.33333333, 153.93333333, 154.6 ,\n", " 116. , 94.33333333, 187.86666667])" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "deces_quot_hopital_bis = deces_quot_hopital[:-3] # multiple de 7\n", "deces_quot_hopital_bis.reshape(len(deces_quot_hopital_bis)//7, 7).mean(axis=0)" ] }, { "cell_type": "code", "execution_count": 13, "id": "54183e39", "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'deces')" ] }, "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": [ "plt.plot(list_result, 'o-')\n", "\n", "plt.grid()\n", "plt.title(\"Nombre total de décés par jour\")\n", "plt.xlabel(\"jour de la semaine\")\n", "plt.ylabel(\"deces\")" ] }, { "cell_type": "markdown", "id": "5c582f8f", "metadata": {}, "source": [ "## Fonctions mathématiques\n", "\n", "Tracer la fonction $y(x) = exp(-x^2) sin(x)$ entre -5 et 5 et superposer la fonction $exp(-x^2) cos(x)$" ] }, { "cell_type": "markdown", "id": "ff1ab024", "metadata": {}, "source": [ "## Graphique\n", "\n", "Reproduire le graphique ci dessous qui donne le résultat des electrions européenes de 2024.\n", "\n", "![alt text](europeene.jpg \"Title\")" ] }, { "cell_type": "code", "execution_count": null, "id": "f1e498bd", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "celltoolbar": "Tags", "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": "3.8.8" }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 5 }