{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "import isoweek\n",
    "import os.path\n",
    "import requests"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Data analysis of Covis-19 cumulated cases by countries\n",
    "\n",
    "Les données de l'incidence du Covid-19 sont disponibles du site Web du [ Johns Hopkins University Center for Systems Science and Engineering (JHU CSSE)](https://systems.jhu.edu/). Nous les récupérons sous forme d'un fichier en format CSV dont chaque ligne correspond à une région ou pays. Nous téléchargeons le jeu de données complet si il n'est pas en local sur le dépot git. Le jeu de données commence le 22 Janvier avec les données quotidiennes des cas cumulés par région.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "data_url = \"https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv\"\n",
    "local_file_name = './local_data_covid.csv'\n",
    "if not os.path.isfile(local_file_name):\n",
    "    print('file does not exist, downloading...')\n",
    "    resource = requests.get(data_url, allow_redirects=True)\n",
    "    print(resource)\n",
    "    output = open(local_file_name,\"wb\")\n",
    "    output.write(resource.content)\n",
    "    output.close()\n",
    "    print('local file saved with name : ', local_file_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
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       "      <td>134201</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>Algeria</td>\n",
       "      <td>28.03390</td>\n",
       "      <td>1.659600</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>172564</td>\n",
       "      <td>173922</td>\n",
       "      <td>175229</td>\n",
       "      <td>176724</td>\n",
       "      <td>178013</td>\n",
       "      <td>179216</td>\n",
       "      <td>180356</td>\n",
       "      <td>181376</td>\n",
       "      <td>182368</td>\n",
       "      <td>183347</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Andorra</td>\n",
       "      <td>42.50630</td>\n",
       "      <td>1.521800</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "      <td>0</td>\n",
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       "      <td>14797</td>\n",
       "      <td>14809</td>\n",
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       "      <td>14836</td>\n",
       "      <td>14836</td>\n",
       "      <td>14836</td>\n",
       "      <td>14873</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Angola</td>\n",
       "      <td>-11.20270</td>\n",
       "      <td>17.873900</td>\n",
       "      <td>0</td>\n",
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       "      <td>0</td>\n",
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       "      <td>42815</td>\n",
       "      <td>42970</td>\n",
       "      <td>43070</td>\n",
       "      <td>43158</td>\n",
       "      <td>43269</td>\n",
       "      <td>43487</td>\n",
       "      <td>43592</td>\n",
       "      <td>43662</td>\n",
       "      <td>43747</td>\n",
       "      <td>43890</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 571 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  Province/State Country/Region       Lat       Long  1/22/20  1/23/20  \\\n",
       "0            NaN    Afghanistan  33.93911  67.709953        0        0   \n",
       "1            NaN        Albania  41.15330  20.168300        0        0   \n",
       "2            NaN        Algeria  28.03390   1.659600        0        0   \n",
       "3            NaN        Andorra  42.50630   1.521800        0        0   \n",
       "4            NaN         Angola -11.20270  17.873900        0        0   \n",
       "\n",
       "   1/24/20  1/25/20  1/26/20  1/27/20   ...     8/1/21  8/2/21  8/3/21  \\\n",
       "0        0        0        0        0   ...     146523  147985  148572   \n",
       "1        0        0        0        0   ...     133121  133146  133211   \n",
       "2        0        0        0        0   ...     172564  173922  175229   \n",
       "3        0        0        0        0   ...      14678   14747   14766   \n",
       "4        0        0        0        0   ...      42815   42970   43070   \n",
       "\n",
       "   8/4/21  8/5/21  8/6/21  8/7/21  8/8/21  8/9/21  8/10/21  \n",
       "0  148933  149361  149810  149810  149810  150778   151013  \n",
       "1  133310  133442  133591  133730  133912  133981   134201  \n",
       "2  176724  178013  179216  180356  181376  182368   183347  \n",
       "3   14797   14809   14836   14836   14836   14836    14873  \n",
       "4   43158   43269   43487   43592   43662   43747    43890  \n",
       "\n",
       "[5 rows x 571 columns]"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "raw_data = pd.read_csv(local_file_name, skiprows=0)\n",
    "raw_data.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
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       "</table>\n",
       "<p>5 rows × 571 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  Province/State Country/Region       Lat       Long  1/22/20  1/23/20  \\\n",
       "0            NaN    Afghanistan  33.93911  67.709953        0        0   \n",
       "1            NaN        Albania  41.15330  20.168300        0        0   \n",
       "2            NaN        Algeria  28.03390   1.659600        0        0   \n",
       "3            NaN        Andorra  42.50630   1.521800        0        0   \n",
       "4            NaN         Angola -11.20270  17.873900        0        0   \n",
       "\n",
       "   1/24/20  1/25/20  1/26/20  1/27/20   ...     8/1/21  8/2/21  8/3/21  \\\n",
       "0        0        0        0        0   ...     146523  147985  148572   \n",
       "1        0        0        0        0   ...     133121  133146  133211   \n",
       "2        0        0        0        0   ...     172564  173922  175229   \n",
       "3        0        0        0        0   ...      14678   14747   14766   \n",
       "4        0        0        0        0   ...      42815   42970   43070   \n",
       "\n",
       "   8/4/21  8/5/21  8/6/21  8/7/21  8/8/21  8/9/21  8/10/21  \n",
       "0  148933  149361  149810  149810  149810  150778   151013  \n",
       "1  133310  133442  133591  133730  133912  133981   134201  \n",
       "2  176724  178013  179216  180356  181376  182368   183347  \n",
       "3   14797   14809   14836   14836   14836   14836    14873  \n",
       "4   43158   43269   43487   43592   43662   43747    43890  \n",
       "\n",
       "[5 rows x 571 columns]"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "raw_data[raw_data.isnull().any(axis=1)].head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On vérifie qu'il ne manque pas de données. Les valeurs NaN proviennent des pays qui ne possèdent pas de province/state. On peut également vérifier l'entrée correspondant à la province de Hong Kong. On veut pouvoir le séparer du reste des provinces de la Chine. Mon choix a été de changer le Country/Region de cette ligne en Hong Kong. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>70</th>\n",
       "      <td>Hong Kong</td>\n",
       "      <td>China</td>\n",
       "      <td>22.3</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>1 rows × 571 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   Province/State Country/Region   Lat   Long  1/22/20  1/23/20  1/24/20  \\\n",
       "70      Hong Kong          China  22.3  114.2        0        2        2   \n",
       "\n",
       "    1/25/20  1/26/20  1/27/20   ...     8/1/21  8/2/21  8/3/21  8/4/21  \\\n",
       "70        5        8        8   ...      11987   11990   11994   11996   \n",
       "\n",
       "    8/5/21  8/6/21  8/7/21  8/8/21  8/9/21  8/10/21  \n",
       "70   12002   12004   12011   12013   12015    12019  \n",
       "\n",
       "[1 rows x 571 columns]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "raw_data[raw_data[\"Province/State\"]==\"Hong Kong\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = raw_data.copy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "data.at[\"Country/Region\",\"70\"] = \"Hong Kong\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "data.loc[data[\"Province/State\"] == \"Hong Kong\", \"Country/Region\"] = \"Hong Kong\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Province/State</th>\n",
       "      <th>Country/Region</th>\n",
       "      <th>Lat</th>\n",
       "      <th>Long</th>\n",
       "      <th>1/22/20</th>\n",
       "      <th>1/23/20</th>\n",
       "      <th>1/24/20</th>\n",
       "      <th>1/25/20</th>\n",
       "      <th>1/26/20</th>\n",
       "      <th>1/27/20</th>\n",
       "      <th>...</th>\n",
       "      <th>8/2/21</th>\n",
       "      <th>8/3/21</th>\n",
       "      <th>8/4/21</th>\n",
       "      <th>8/5/21</th>\n",
       "      <th>8/6/21</th>\n",
       "      <th>8/7/21</th>\n",
       "      <th>8/8/21</th>\n",
       "      <th>8/9/21</th>\n",
       "      <th>8/10/21</th>\n",
       "      <th>70</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>Hong Kong</td>\n",
       "      <td>Hong Kong</td>\n",
       "      <td>22.3</td>\n",
       "      <td>114.2</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>5.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>8.0</td>\n",
       "      <td>...</td>\n",
       "      <td>11990.0</td>\n",
       "      <td>11994.0</td>\n",
       "      <td>11996.0</td>\n",
       "      <td>12002.0</td>\n",
       "      <td>12004.0</td>\n",
       "      <td>12011.0</td>\n",
       "      <td>12013.0</td>\n",
       "      <td>12015.0</td>\n",
       "      <td>12019.0</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1 rows × 572 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   Province/State Country/Region   Lat   Long  1/22/20  1/23/20  1/24/20  \\\n",
       "70      Hong Kong      Hong Kong  22.3  114.2      0.0      2.0      2.0   \n",
       "\n",
       "    1/25/20  1/26/20  1/27/20 ...    8/2/21   8/3/21   8/4/21   8/5/21  \\\n",
       "70      5.0      8.0      8.0 ...   11990.0  11994.0  11996.0  12002.0   \n",
       "\n",
       "     8/6/21   8/7/21   8/8/21   8/9/21  8/10/21   70  \n",
       "70  12004.0  12011.0  12013.0  12015.0  12019.0  NaN  \n",
       "\n",
       "[1 rows x 572 columns]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[data[\"Province/State\"] == \"Hong Kong\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Le cas de Hong Kong est traité on peut maintenant trier les données pour selectionner celles des pays qui nous intéressent et sommer pour avoir les données par pays. On supprime également les champs dont on a plus besoin : Lat, Long et Province. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = data.drop(\"Lat\", axis=1)\n",
    "data = data.drop(\"Long\", axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "country_list = [\"Belgium\", \"China\", \"Hong Kong\", \"France\", \"Germany\",\n",
    "                \"Iran\", \"Italy\", \"Japan\", \"Korea, South\", \"Netherlands\",\n",
    "                \"Portugal\", \"Spain\", \"United Kingdom\", \"US\"]\n",
    "\n",
    "data = data[data[\"Country/Region\"].isin(country_list)]\n",
    "dataToPlot = data.drop(\"Province/State\", axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "dataToPlot = dataToPlot.groupby(['Country/Region']).sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Enfin on converti les indexes en date pandas et on peut plotter (en echelle linéaire puis en échelle log) :"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "def converttodate(date):\n",
    "    pdate = pd.to_datetime(date, format='%m/%d/%y')\n",
    "    return pdate\n",
    "dataToPlot.columns = [converttodate(date) for date in dataToPlot.columns]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7fee4693cc88>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dataToPlot.T.plot(figsize=(10,10), title=\"Cumulated Covid-19 cases\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7fee4681e240>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dataToPlot.T.plot(figsize=(10,10), logy = True, title=\"Cumulated Covid-19 cases (logscale)\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.6.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}