zhavd

parent 26bfcdb6
...@@ -3950,7 +3950,62 @@ ...@@ -3950,7 +3950,62 @@
"cell_type": "markdown", "cell_type": "markdown",
"metadata": {}, "metadata": {},
"source": [ "source": [
"Les \"bosses\" sur la courbe pourraient correspondre aux apparatitions des différents variants (mais je n'arrive pas à trouver de données fiables pour vérifier)." "Les \"bosses\" sur la courbe pourraient correspondre aux apparatitions des différents variants. Sur [Santé Publique France](https://www.santepubliquefrance.fr/dossiers/coronavirus-covid-19/coronavirus-circulation-des-variants-du-sars-cov-2#block-331392), on trouve la liste des variants préoccupants au 01/12/2021, la date de leur dernière détection en France (Sauf Delta et Omicron qui circulent beaucoup ces jours)"
]
},
{
"cell_type": "code",
"execution_count": 121,
"metadata": {},
"outputs": [],
"source": [
"noms=['Alpha','Beta','Gamma','Delta','Omicron']\n",
"date=['29-10-2021','17-08-2021','14-09-2021','06-01-2022','06-01-2022']"
]
},
{
"cell_type": "code",
"execution_count": 123,
"metadata": {},
"outputs": [
{
"ename": "TypeError",
"evalue": "text() missing 1 required positional argument: 's'",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-123-74ac6a7229e9>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m 9\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtitle\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Ecart normalisé entre le nombre de cas et de décès'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 11\u001b[0;31m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnoms\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mdate\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 12\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 13\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mTypeError\u001b[0m: text() missing 1 required positional argument: 's'"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.plot(ecart.index,ecart['World'])\n",
"plt.gca().xaxis.set_major_formatter(mdates.DateFormatter(\"%m-%Y\"))\n",
"plt.setp(plt.gca().get_xticklabels(), rotation=60, ha=\"right\")\n",
"plt.ylabel('Ecart normalisé')\n",
"plt.xlabel('Date (mois-année)')\n",
"plt.tight_layout()\n",
"plt.grid(axis='x', color='0.95')\n",
"plt.grid(axis='y', color='0.95')\n",
"plt.title('Ecart normalisé entre le nombre de cas et de décès')\n",
"\n",
"plt.text(noms,date)\n",
"\n",
"plt.show()"
] ]
}, },
{ {
......
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