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Province/StateCountry/RegionLatLong1/22/201/23/201/24/201/25/201/26/201/27/20...4/16/204/17/204/18/204/19/204/20/204/21/204/22/204/23/204/24/204/25/20
0NaNAfghanistan33.00000065.000000000000...840906933996102610921176127913511463
1NaNAlbania41.15330020.168300000000...518539548562584609634663678712
2NaNAlgeria28.0339001.659600000000...2268241825342629271828112910300731273256
3NaNAndorra42.5063001.521800000000...673696704713717717723723731738
4NaNAngola-11.20270017.873900000000...19192424242425252525
5NaNAntigua and Barbuda17.060800-61.796400000000...23232323232324242424
6NaNArgentina-38.416100-63.616700000000...2571266927582839294130313144343536073780
7NaNArmenia40.06910045.038200000000...1159120112481291133914011473152315961677
8Australian Capital TerritoryAustralia-35.473500149.012400000000...103103103103104104104104105106
9New South WalesAustralia-33.868800151.209300000034...2897292629362957296329692971297629822994
10Northern TerritoryAustralia-12.463400130.845600000000...28282828282828282828
11QueenslandAustralia-28.016700153.400000000000...1001100710151019101910241024102610261026
12South AustraliaAustralia-34.928500138.600700000000...433435435435435437438438438438
13TasmaniaAustralia-41.454500145.970700000000...169180188195200201205207207207
14VictoriaAustralia-37.813600144.963100000011...1299130213191328132913361336133713431346
15Western AustraliaAustralia-31.950500115.860500000000...532541544545545546546546548549
16NaNAustria47.51620014.550100000000...14476145951467114749147951487314925150021507115148
17NaNAzerbaijan40.14310047.576900000000...1283134013731398143614801518154815921617
18NaNBahamas25.034300-77.396300000000...53545555606565727378
19NaNBahrain26.02750050.550000000000...1700174017731881190719732027221725182588
20NaNBangladesh23.68500090.356300000000...1572183821442456294833823772418646894998
21NaNBarbados13.193900-59.543200000000...75757575757575767779
22NaNBelarus53.70980027.953400000000...4204477947794779626467237281802287739590
23NaNBelgium50.8333004.000000000000...34809361383718338496399834095641889427974429345325
24NaNBenin9.3077002.315800000000...35353535545454545454
25NaNBhutan27.51420090.433600000000...5555566777
26NaNBolivia-16.290200-63.588700000000...441465493520564598609703807866
27NaNBosnia and Herzegovina43.91590017.679100000000...1167121412681285130913421368141314211486
28NaNBrazil-14.235000-51.925300000000...30425336823665838654407434307945757500365404359324
29NaNBrunei4.535300114.727700000000...136136137138138138138138138138
..................................................................
234NaNMozambique-18.66569535.529562000000...31343539393941466570
235NaNSyria34.80207538.996815000000...33383839394242424242
236NaNTimor-Leste-8.874217125.727539000000...18181819222323232424
237NaNBelize13.193900-59.543200000000...18181818181818181818
238RecoveredCanada0.0000000.000000000000...0000000000
239NaNLaos19.856270102.495496000000...19191919191919191919
240NaNLibya26.33510017.228331000000...49494951515159606161
241NaNWest Bank and Gaza31.95220035.233200000000...374402418437449466474480484342
242NaNGuinea-Bissau11.803700-15.180400000000...43434650505050505252
243NaNMali17.570692-3.996166000000...171171216224246258293309325370
244NaNSaint Kitts and Nevis17.357822-62.782998000000...14141414151515151515
245Northwest TerritoriesCanada64.825500-124.845700000000...5555555555
246YukonCanada64.282300-135.000000000000...8899111111111111
247NaNKosovo42.60263620.902977000000...449480510510510510510510510510
248NaNBurma21.91620095.956000000000...858898111119121123139144146
249AnguillaUnited Kingdom18.220600-63.068600000000...3333333333
250British Virgin IslandsUnited Kingdom18.420700-64.640000000000...3444555556
251Turks and Caicos IslandsUnited Kingdom21.694000-71.797900000000...11111111111111111111
252NaNMS Zaandam0.0000000.000000000000...9999999999
253NaNBotswana-22.32850024.684900000000...15151520202022222222
254NaNBurundi-3.37310029.918900000000...55555511111111
255NaNSierra Leone8.460555-11.779889000000...15263035435061648282
256Bonaire, Sint Eustatius and SabaNetherlands12.178400-68.238500000000...3335555555
257NaNMalawi-13.25430834.301525000000...16171717171823333333
258Falkland Islands (Malvinas)United Kingdom-51.796300-59.523600000000...11111111111111121313
259Saint Pierre and MiquelonFrance46.885200-56.315900000000...1111111111
260NaNSouth Sudan6.87700031.307000000000...4444444555
261NaNWestern Sahara24.215500-12.885800000000...6666666666
262NaNSao Tome and Principe0.1863606.613081000000...4444444444
263NaNYemen15.55272748.516388000000...1111111111
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264 rows × 99 columns

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" ], "text/plain": [ " Province/State Country/Region Lat \\\n", "0 NaN Afghanistan 33.000000 \n", "1 NaN Albania 41.153300 \n", "2 NaN Algeria 28.033900 \n", "3 NaN Andorra 42.506300 \n", "4 NaN Angola -11.202700 \n", "5 NaN Antigua and Barbuda 17.060800 \n", "6 NaN Argentina -38.416100 \n", "7 NaN Armenia 40.069100 \n", "8 Australian Capital Territory Australia -35.473500 \n", "9 New South Wales Australia -33.868800 \n", "10 Northern Territory Australia -12.463400 \n", "11 Queensland Australia -28.016700 \n", "12 South Australia Australia -34.928500 \n", "13 Tasmania Australia -41.454500 \n", "14 Victoria Australia -37.813600 \n", "15 Western Australia Australia -31.950500 \n", "16 NaN Austria 47.516200 \n", "17 NaN Azerbaijan 40.143100 \n", "18 NaN Bahamas 25.034300 \n", "19 NaN Bahrain 26.027500 \n", "20 NaN Bangladesh 23.685000 \n", "21 NaN Barbados 13.193900 \n", "22 NaN Belarus 53.709800 \n", "23 NaN Belgium 50.833300 \n", "24 NaN Benin 9.307700 \n", "25 NaN Bhutan 27.514200 \n", "26 NaN Bolivia -16.290200 \n", "27 NaN Bosnia and Herzegovina 43.915900 \n", "28 NaN Brazil -14.235000 \n", "29 NaN Brunei 4.535300 \n", ".. ... ... ... \n", "234 NaN Mozambique -18.665695 \n", "235 NaN Syria 34.802075 \n", "236 NaN Timor-Leste -8.874217 \n", "237 NaN Belize 13.193900 \n", "238 Recovered Canada 0.000000 \n", "239 NaN Laos 19.856270 \n", "240 NaN Libya 26.335100 \n", "241 NaN West Bank and Gaza 31.952200 \n", "242 NaN Guinea-Bissau 11.803700 \n", "243 NaN Mali 17.570692 \n", "244 NaN Saint Kitts and Nevis 17.357822 \n", "245 Northwest Territories Canada 64.825500 \n", "246 Yukon Canada 64.282300 \n", "247 NaN Kosovo 42.602636 \n", "248 NaN Burma 21.916200 \n", "249 Anguilla United Kingdom 18.220600 \n", "250 British Virgin Islands United Kingdom 18.420700 \n", "251 Turks and Caicos Islands United Kingdom 21.694000 \n", "252 NaN MS Zaandam 0.000000 \n", "253 NaN Botswana -22.328500 \n", "254 NaN Burundi -3.373100 \n", "255 NaN Sierra Leone 8.460555 \n", "256 Bonaire, Sint Eustatius and Saba Netherlands 12.178400 \n", "257 NaN Malawi -13.254308 \n", "258 Falkland Islands (Malvinas) United Kingdom -51.796300 \n", "259 Saint Pierre and Miquelon France 46.885200 \n", "260 NaN South Sudan 6.877000 \n", "261 NaN Western Sahara 24.215500 \n", "262 NaN Sao Tome and Principe 0.186360 \n", "263 NaN Yemen 15.552727 \n", "\n", " Long 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 \\\n", "0 65.000000 0 0 0 0 0 0 \n", "1 20.168300 0 0 0 0 0 0 \n", "2 1.659600 0 0 0 0 0 0 \n", "3 1.521800 0 0 0 0 0 0 \n", "4 17.873900 0 0 0 0 0 0 \n", "5 -61.796400 0 0 0 0 0 0 \n", "6 -63.616700 0 0 0 0 0 0 \n", "7 45.038200 0 0 0 0 0 0 \n", "8 149.012400 0 0 0 0 0 0 \n", "9 151.209300 0 0 0 0 3 4 \n", "10 130.845600 0 0 0 0 0 0 \n", "11 153.400000 0 0 0 0 0 0 \n", "12 138.600700 0 0 0 0 0 0 \n", "13 145.970700 0 0 0 0 0 0 \n", "14 144.963100 0 0 0 0 1 1 \n", "15 115.860500 0 0 0 0 0 0 \n", "16 14.550100 0 0 0 0 0 0 \n", "17 47.576900 0 0 0 0 0 0 \n", "18 -77.396300 0 0 0 0 0 0 \n", "19 50.550000 0 0 0 0 0 0 \n", "20 90.356300 0 0 0 0 0 0 \n", "21 -59.543200 0 0 0 0 0 0 \n", "22 27.953400 0 0 0 0 0 0 \n", "23 4.000000 0 0 0 0 0 0 \n", "24 2.315800 0 0 0 0 0 0 \n", "25 90.433600 0 0 0 0 0 0 \n", "26 -63.588700 0 0 0 0 0 0 \n", "27 17.679100 0 0 0 0 0 0 \n", "28 -51.925300 0 0 0 0 0 0 \n", "29 114.727700 0 0 0 0 0 0 \n", ".. ... ... ... ... ... ... ... \n", "234 35.529562 0 0 0 0 0 0 \n", "235 38.996815 0 0 0 0 0 0 \n", "236 125.727539 0 0 0 0 0 0 \n", "237 -59.543200 0 0 0 0 0 0 \n", "238 0.000000 0 0 0 0 0 0 \n", "239 102.495496 0 0 0 0 0 0 \n", "240 17.228331 0 0 0 0 0 0 \n", "241 35.233200 0 0 0 0 0 0 \n", "242 -15.180400 0 0 0 0 0 0 \n", "243 -3.996166 0 0 0 0 0 0 \n", "244 -62.782998 0 0 0 0 0 0 \n", "245 -124.845700 0 0 0 0 0 0 \n", "246 -135.000000 0 0 0 0 0 0 \n", "247 20.902977 0 0 0 0 0 0 \n", "248 95.956000 0 0 0 0 0 0 \n", "249 -63.068600 0 0 0 0 0 0 \n", "250 -64.640000 0 0 0 0 0 0 \n", "251 -71.797900 0 0 0 0 0 0 \n", "252 0.000000 0 0 0 0 0 0 \n", "253 24.684900 0 0 0 0 0 0 \n", "254 29.918900 0 0 0 0 0 0 \n", "255 -11.779889 0 0 0 0 0 0 \n", "256 -68.238500 0 0 0 0 0 0 \n", "257 34.301525 0 0 0 0 0 0 \n", "258 -59.523600 0 0 0 0 0 0 \n", "259 -56.315900 0 0 0 0 0 0 \n", "260 31.307000 0 0 0 0 0 0 \n", "261 -12.885800 0 0 0 0 0 0 \n", "262 6.613081 0 0 0 0 0 0 \n", "263 48.516388 0 0 0 0 0 0 \n", "\n", " ... 4/16/20 4/17/20 4/18/20 4/19/20 4/20/20 4/21/20 4/22/20 \\\n", "0 ... 840 906 933 996 1026 1092 1176 \n", "1 ... 518 539 548 562 584 609 634 \n", "2 ... 2268 2418 2534 2629 2718 2811 2910 \n", "3 ... 673 696 704 713 717 717 723 \n", "4 ... 19 19 24 24 24 24 25 \n", "5 ... 23 23 23 23 23 23 24 \n", "6 ... 2571 2669 2758 2839 2941 3031 3144 \n", "7 ... 1159 1201 1248 1291 1339 1401 1473 \n", "8 ... 103 103 103 103 104 104 104 \n", "9 ... 2897 2926 2936 2957 2963 2969 2971 \n", "10 ... 28 28 28 28 28 28 28 \n", "11 ... 1001 1007 1015 1019 1019 1024 1024 \n", "12 ... 433 435 435 435 435 437 438 \n", "13 ... 169 180 188 195 200 201 205 \n", "14 ... 1299 1302 1319 1328 1329 1336 1336 \n", "15 ... 532 541 544 545 545 546 546 \n", "16 ... 14476 14595 14671 14749 14795 14873 14925 \n", "17 ... 1283 1340 1373 1398 1436 1480 1518 \n", "18 ... 53 54 55 55 60 65 65 \n", "19 ... 1700 1740 1773 1881 1907 1973 2027 \n", "20 ... 1572 1838 2144 2456 2948 3382 3772 \n", "21 ... 75 75 75 75 75 75 75 \n", "22 ... 4204 4779 4779 4779 6264 6723 7281 \n", "23 ... 34809 36138 37183 38496 39983 40956 41889 \n", "24 ... 35 35 35 35 54 54 54 \n", "25 ... 5 5 5 5 5 6 6 \n", "26 ... 441 465 493 520 564 598 609 \n", "27 ... 1167 1214 1268 1285 1309 1342 1368 \n", "28 ... 30425 33682 36658 38654 40743 43079 45757 \n", "29 ... 136 136 137 138 138 138 138 \n", ".. ... ... ... ... ... ... ... ... \n", "234 ... 31 34 35 39 39 39 41 \n", "235 ... 33 38 38 39 39 42 42 \n", "236 ... 18 18 18 19 22 23 23 \n", "237 ... 18 18 18 18 18 18 18 \n", "238 ... 0 0 0 0 0 0 0 \n", "239 ... 19 19 19 19 19 19 19 \n", "240 ... 49 49 49 51 51 51 59 \n", "241 ... 374 402 418 437 449 466 474 \n", "242 ... 43 43 46 50 50 50 50 \n", "243 ... 171 171 216 224 246 258 293 \n", "244 ... 14 14 14 14 15 15 15 \n", "245 ... 5 5 5 5 5 5 5 \n", "246 ... 8 8 9 9 11 11 11 \n", "247 ... 449 480 510 510 510 510 510 \n", "248 ... 85 88 98 111 119 121 123 \n", "249 ... 3 3 3 3 3 3 3 \n", "250 ... 3 4 4 4 5 5 5 \n", "251 ... 11 11 11 11 11 11 11 \n", "252 ... 9 9 9 9 9 9 9 \n", "253 ... 15 15 15 20 20 20 22 \n", "254 ... 5 5 5 5 5 5 11 \n", "255 ... 15 26 30 35 43 50 61 \n", "256 ... 3 3 3 5 5 5 5 \n", "257 ... 16 17 17 17 17 18 23 \n", "258 ... 11 11 11 11 11 11 11 \n", "259 ... 1 1 1 1 1 1 1 \n", "260 ... 4 4 4 4 4 4 4 \n", "261 ... 6 6 6 6 6 6 6 \n", "262 ... 4 4 4 4 4 4 4 \n", "263 ... 1 1 1 1 1 1 1 \n", "\n", " 4/23/20 4/24/20 4/25/20 \n", "0 1279 1351 1463 \n", "1 663 678 712 \n", "2 3007 3127 3256 \n", "3 723 731 738 \n", "4 25 25 25 \n", "5 24 24 24 \n", "6 3435 3607 3780 \n", "7 1523 1596 1677 \n", "8 104 105 106 \n", "9 2976 2982 2994 \n", "10 28 28 28 \n", "11 1026 1026 1026 \n", "12 438 438 438 \n", "13 207 207 207 \n", "14 1337 1343 1346 \n", "15 546 548 549 \n", "16 15002 15071 15148 \n", "17 1548 1592 1617 \n", "18 72 73 78 \n", "19 2217 2518 2588 \n", "20 4186 4689 4998 \n", "21 76 77 79 \n", "22 8022 8773 9590 \n", "23 42797 44293 45325 \n", "24 54 54 54 \n", "25 7 7 7 \n", "26 703 807 866 \n", "27 1413 1421 1486 \n", "28 50036 54043 59324 \n", "29 138 138 138 \n", ".. ... ... ... \n", "234 46 65 70 \n", "235 42 42 42 \n", "236 23 24 24 \n", "237 18 18 18 \n", "238 0 0 0 \n", "239 19 19 19 \n", "240 60 61 61 \n", "241 480 484 342 \n", "242 50 52 52 \n", "243 309 325 370 \n", "244 15 15 15 \n", "245 5 5 5 \n", "246 11 11 11 \n", "247 510 510 510 \n", "248 139 144 146 \n", "249 3 3 3 \n", "250 5 5 6 \n", "251 11 11 11 \n", "252 9 9 9 \n", "253 22 22 22 \n", "254 11 11 11 \n", "255 64 82 82 \n", "256 5 5 5 \n", "257 33 33 33 \n", "258 12 13 13 \n", "259 1 1 1 \n", "260 5 5 5 \n", "261 6 6 6 \n", "262 4 4 4 \n", "263 1 1 1 \n", "\n", "[264 rows x 99 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "donnees=pd.read_csv('https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv')\n", "donnees" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "liste_pays=[\"China\",\"France\",\"Iran\",\"Germany\",\"Italy\",\"Japan\",\"Korea,South\",\"Netherlands\",\"Portugal\",\"Spain\",\"United Kingdom\",\"US\"]\n", "donnees_pays = pd.DataFrame()\n", "for pays in liste_pays:\n", " donnees_pays=pd.concat([donnees_pays,donnees.loc[donnees.loc[:,\"Country/Region\"]==pays]])\n", "donnees_pays=donnees_pays.groupby(\"Country/Region\").sum()\n", "del donnees_pays[\"Lat\"]\n", "del donnees_pays[\"Long\"]\n", "donnees_pays.T.plot(figsize=(17,8))\n", "plt.savefig(\"graphique.png\")\n", "plt.show()" ] } ], "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 }