{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "sns.set_style(\"whitegrid\")\n", "# sns.set_context(\"paper\")\n", "sns.set(rc={'figure.figsize': (12,8)})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Download the data\n", "\n", "First, we download the data from the [John Hopkins Github](https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv) and make a inspection of the columns:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "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", "raw_data = pd.read_csv(url)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can inspect the data:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Province/StateCountry/RegionLatLong1/22/201/23/201/24/201/25/201/26/201/27/20...9/13/219/14/219/15/219/16/219/17/219/18/219/19/219/20/219/21/219/22/21
0NaNAfghanistan33.93911067.709953000000...154094154180154283154361154487154487154487154585154712154757
1NaNAlbania41.15330020.168300000000...157436158431159423160365161324162173162953163404164276165096
2NaNAlgeria28.0339001.659600000000...200301200528200770200989201224201425201600201766201948202122
3NaNAndorra42.5063001.521800000000...15096150991510815113151241512415124151401514015153
4NaNAngola-11.20270017.873900000000...50738510475140751827522085230752307526445296853387
5NaNAntigua and Barbuda17.060800-61.796400000000...2297230423042304260326032603260326032625
6NaNArgentina-38.416100-63.616700000000...5226831522984852323585234851523715952386105239232524139452432315245265
7NaNArmenia40.06910045.038200000000...249146249803250559251323252082253093253600253942254436254709
8Australian Capital TerritoryAustralia-35.473500149.012400000000...652665680710725742749765782798
9New South WalesAustralia-33.868800151.209300000034...45782470074834149611509195198652922538985491955962
10Northern TerritoryAustralia-12.463400130.845600000000...203203204204204204206206206208
11QueenslandAustralia-27.469800153.025100000000...2009201020132014201520152017201820192021
12South AustraliaAustralia-34.928500138.600700000000...895896896898898898898898898899
13TasmaniaAustralia-42.882100147.327200000000...235235235235235235235235235235
14VictoriaAustralia-37.813600144.963100000011...26036264392694227439279682845629008295963021630961
15Western AustraliaAustralia-31.950500115.860500000000...1089108910891089109210921093109410941094
16NaNAustria47.51620014.550100000000...711573713269715893718091720455722357724035725434726674728696
17NaNAzerbaijan40.14310047.576900000000...461249463326463326467173467173467173467173473459475053476409
18NaNBahamas25.025885-78.035889000000...19601196011979519795200302003020030202152028820288
19NaNBahrain26.02750050.550000000000...273835273916273977274041274107274179274264274383274452274524
20NaNBangladesh23.68500090.356300000000...1532366153444015363411538203154011015413001542683154423815458001547176
21NaNBarbados13.193900-59.543200000000...5984605361776248635863586527663167366904
22NaNBelarus53.70980027.953400000000...504961506591508514510481512460514446516428518369520286522275
23NaNBelgium50.8333004.469936000000...1210381121210612151141217473121981412198141219814122488512266821229236
24NaNBelize17.189900-88.497600000000...17767179671814318334185321853218532189021890219185
25NaNBenin9.3077002.315800000000...19841214502145021450214502145021450214502145021450
26NaNBhutan27.51420090.433600000000...2596259625962596259625972597259725992599
27NaNBolivia-16.290200-63.588700000000...495035495612496032496032496700496950497100497386497676497984
28NaNBosnia and Herzegovina43.91590017.679100000000...222161222927223957224862225857225857225857227579228105229360
29NaNBotswana-22.32850024.684900000000...165644165644165644172252172252172252172252173788173788173788
..................................................................
249NaNTimor-Leste-8.874217125.727539000000...18597187151878618856189431899419033190581912519206
250NaNTogo8.6195000.824800000000...23778239472409324093243692451924599246552479124902
251NaNTrinidad and Tobago10.691800-61.222500000000...47208473634765347925481434840048523485234882649111
252NaNTunisia33.8869179.537499000000...685799695406696279697421698427699224699928700400700807702503
253NaNTurkey38.96370035.243300000000...6682834671063667388606766978679467068208316847229687491769042556932423
254NaNUS40.000000-100.000000112255...41317328414616624162794641785903419937894205063842088171422898194241060742543510
255NaNUganda1.37333332.290275000000...121587121617121687121784121984122083122212122277122405122502
256NaNUkraine48.37940031.165600000000...2420776242441624293542435404244234424489082453240245587324614152468567
257NaNUnited Arab Emirates23.42407653.847818000000...729518730135730743731307731828732299732690733003733325733643
258AnguillaUnited Kingdom18.220600-63.068600000000...318318318325331331331331340350
259BermudaUnited Kingdom32.307800-64.750500000000...3465387738774027421842184477463246324800
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267Saint Helena, Ascension and Tristan da CunhaUnited Kingdom-7.946700-14.355900000000...4444444444
268Turks and Caicos IslandsUnited Kingdom21.694000-71.797900000000...2758277427742794279928002805280528052813
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275NaNWest Bank and Gaza31.95220035.233200000000...372108374768377134379635381854382584384390386493388470390369
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278NaNZimbabwe-19.01543829.154857000000...126399126817127083127368127632127739127938128186128186128804
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279 rows × 614 columns

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\n", "256 NaN Ukraine \n", "257 NaN United Arab Emirates \n", "258 Anguilla United Kingdom \n", "259 Bermuda United Kingdom \n", "260 British Virgin Islands United Kingdom \n", "261 Cayman Islands United Kingdom \n", "262 Channel Islands United Kingdom \n", "263 Falkland Islands (Malvinas) United Kingdom \n", "264 Gibraltar United Kingdom \n", "265 Isle of Man United Kingdom \n", "266 Montserrat United Kingdom \n", "267 Saint Helena, Ascension and Tristan da Cunha United Kingdom \n", "268 Turks and Caicos Islands United Kingdom \n", "269 NaN United Kingdom \n", "270 NaN Uruguay \n", "271 NaN Uzbekistan \n", "272 NaN Vanuatu \n", "273 NaN Venezuela \n", "274 NaN Vietnam \n", "275 NaN West Bank and Gaza \n", "276 NaN Yemen \n", "277 NaN Zambia \n", "278 NaN Zimbabwe \n", "\n", " Lat Long 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 \\\n", "0 33.939110 67.709953 0 0 0 0 0 \n", "1 41.153300 20.168300 0 0 0 0 0 \n", "2 28.033900 1.659600 0 0 0 0 0 \n", "3 42.506300 1.521800 0 0 0 0 0 \n", "4 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-22.328500 24.684900 0 0 0 0 0 \n", ".. ... ... ... ... ... ... ... \n", "249 -8.874217 125.727539 0 0 0 0 0 \n", "250 8.619500 0.824800 0 0 0 0 0 \n", "251 10.691800 -61.222500 0 0 0 0 0 \n", "252 33.886917 9.537499 0 0 0 0 0 \n", "253 38.963700 35.243300 0 0 0 0 0 \n", "254 40.000000 -100.000000 1 1 2 2 5 \n", "255 1.373333 32.290275 0 0 0 0 0 \n", "256 48.379400 31.165600 0 0 0 0 0 \n", "257 23.424076 53.847818 0 0 0 0 0 \n", "258 18.220600 -63.068600 0 0 0 0 0 \n", "259 32.307800 -64.750500 0 0 0 0 0 \n", "260 18.420700 -64.640000 0 0 0 0 0 \n", "261 19.313300 -81.254600 0 0 0 0 0 \n", "262 49.372300 -2.364400 0 0 0 0 0 \n", "263 -51.796300 -59.523600 0 0 0 0 0 \n", "264 36.140800 -5.353600 0 0 0 0 0 \n", "265 54.236100 -4.548100 0 0 0 0 0 \n", "266 16.742498 -62.187366 0 0 0 0 0 \n", "267 -7.946700 -14.355900 0 0 0 0 0 \n", "268 21.694000 -71.797900 0 0 0 0 0 \n", "269 55.378100 -3.436000 0 0 0 0 0 \n", "270 -32.522800 -55.765800 0 0 0 0 0 \n", "271 41.377491 64.585262 0 0 0 0 0 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\n", "15 0 ... 1089 1089 1089 1089 1092 \n", "16 0 ... 711573 713269 715893 718091 720455 \n", "17 0 ... 461249 463326 463326 467173 467173 \n", "18 0 ... 19601 19601 19795 19795 20030 \n", "19 0 ... 273835 273916 273977 274041 274107 \n", "20 0 ... 1532366 1534440 1536341 1538203 1540110 \n", "21 0 ... 5984 6053 6177 6248 6358 \n", "22 0 ... 504961 506591 508514 510481 512460 \n", "23 0 ... 1210381 1212106 1215114 1217473 1219814 \n", "24 0 ... 17767 17967 18143 18334 18532 \n", "25 0 ... 19841 21450 21450 21450 21450 \n", "26 0 ... 2596 2596 2596 2596 2596 \n", "27 0 ... 495035 495612 496032 496032 496700 \n", "28 0 ... 222161 222927 223957 224862 225857 \n", "29 0 ... 165644 165644 165644 172252 172252 \n", ".. ... ... ... ... ... ... ... \n", "249 0 ... 18597 18715 18786 18856 18943 \n", "250 0 ... 23778 23947 24093 24093 24369 \n", "251 0 ... 47208 47363 47653 47925 48143 \n", "252 0 ... 685799 695406 696279 697421 698427 \n", "253 0 ... 6682834 6710636 6738860 6766978 6794670 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8557 8593 \n", "277 0 ... 207960 208049 208161 208267 208353 \n", "278 0 ... 126399 126817 127083 127368 127632 \n", "\n", " 9/18/21 9/19/21 9/20/21 9/21/21 9/22/21 \n", "0 154487 154487 154585 154712 154757 \n", "1 162173 162953 163404 164276 165096 \n", "2 201425 201600 201766 201948 202122 \n", "3 15124 15124 15140 15140 15153 \n", "4 52307 52307 52644 52968 53387 \n", "5 2603 2603 2603 2603 2625 \n", "6 5238610 5239232 5241394 5243231 5245265 \n", "7 253093 253600 253942 254436 254709 \n", "8 742 749 765 782 798 \n", "9 51986 52922 53898 54919 55962 \n", "10 204 206 206 206 208 \n", "11 2015 2017 2018 2019 2021 \n", "12 898 898 898 898 899 \n", "13 235 235 235 235 235 \n", "14 28456 29008 29596 30216 30961 \n", "15 1092 1093 1094 1094 1094 \n", "16 722357 724035 725434 726674 728696 \n", "17 467173 467173 473459 475053 476409 \n", "18 20030 20030 20215 20288 20288 \n", "19 274179 274264 274383 274452 274524 \n", "20 1541300 1542683 1544238 1545800 1547176 \n", "21 6358 6527 6631 6736 6904 \n", "22 514446 516428 518369 520286 522275 \n", "23 1219814 1219814 1224885 1226682 1229236 \n", "24 18532 18532 18902 18902 19185 \n", "25 21450 21450 21450 21450 21450 \n", "26 2597 2597 2597 2599 2599 \n", "27 496950 497100 497386 497676 497984 \n", "28 225857 225857 227579 228105 229360 \n", "29 172252 172252 173788 173788 173788 \n", ".. ... ... ... ... ... \n", "249 18994 19033 19058 19125 19206 \n", "250 24519 24599 24655 24791 24902 \n", "251 48400 48523 48523 48826 49111 \n", "252 699224 699928 700400 700807 702503 \n", "253 6820831 6847229 6874917 6904255 6932423 \n", "254 42050638 42088171 42289819 42410607 42543510 \n", "255 122083 122212 122277 122405 122502 \n", "256 2448908 2453240 2455873 2461415 2468567 \n", "257 732299 732690 733003 733325 733643 \n", "258 331 331 331 340 350 \n", "259 4218 4477 4632 4632 4800 \n", "260 2642 2642 2642 2642 2642 \n", "261 774 774 774 787 791 \n", "262 11269 11269 11335 11368 11393 \n", "263 67 67 67 67 67 \n", "264 5476 5477 5479 5483 5490 \n", "265 7141 7166 7184 7218 7265 \n", "266 32 33 33 33 33 \n", "267 4 4 4 4 4 \n", "268 2800 2805 2805 2805 2813 \n", "269 7400739 7429746 7465448 7496543 7530103 \n", "270 387555 387627 387744 387922 388068 \n", "271 167858 168437 168938 169467 169989 \n", "272 4 4 4 4 4 \n", "273 353401 354239 356262 356262 358462 \n", "274 677023 687063 695744 707436 718963 \n", "275 382584 384390 386493 388470 390369 \n", "276 8630 8667 8718 8752 8789 \n", "277 208422 208469 208502 208599 208676 \n", "278 127739 127938 128186 128186 128804 \n", "\n", "[279 rows x 614 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "raw_data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating the data for plotting:\n", "\n", "We will exclude the latitude and longitude columns since they are not useful:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Province/StateCountry/Region1/22/201/23/201/24/201/25/201/26/201/27/201/28/201/29/20...9/13/219/14/219/15/219/16/219/17/219/18/219/19/219/20/219/21/219/22/21
0NaNAfghanistan00000000...154094154180154283154361154487154487154487154585154712154757
1NaNAlbania00000000...157436158431159423160365161324162173162953163404164276165096
2NaNAlgeria00000000...200301200528200770200989201224201425201600201766201948202122
3NaNAndorra00000000...15096150991510815113151241512415124151401514015153
4NaNAngola00000000...50738510475140751827522085230752307526445296853387
5NaNAntigua and Barbuda00000000...2297230423042304260326032603260326032625
6NaNArgentina00000000...5226831522984852323585234851523715952386105239232524139452432315245265
7NaNArmenia00000000...249146249803250559251323252082253093253600253942254436254709
8Australian Capital TerritoryAustralia00000000...652665680710725742749765782798
9New South WalesAustralia00003444...45782470074834149611509195198652922538985491955962
10Northern TerritoryAustralia00000000...203203204204204204206206206208
11QueenslandAustralia00000001...2009201020132014201520152017201820192021
12South AustraliaAustralia00000000...895896896898898898898898898899
13TasmaniaAustralia00000000...235235235235235235235235235235
14VictoriaAustralia00001111...26036264392694227439279682845629008295963021630961
15Western AustraliaAustralia00000000...1089108910891089109210921093109410941094
16NaNAustria00000000...711573713269715893718091720455722357724035725434726674728696
17NaNAzerbaijan00000000...461249463326463326467173467173467173467173473459475053476409
18NaNBahamas00000000...19601196011979519795200302003020030202152028820288
19NaNBahrain00000000...273835273916273977274041274107274179274264274383274452274524
20NaNBangladesh00000000...1532366153444015363411538203154011015413001542683154423815458001547176
21NaNBarbados00000000...5984605361776248635863586527663167366904
22NaNBelarus00000000...504961506591508514510481512460514446516428518369520286522275
23NaNBelgium00000000...1210381121210612151141217473121981412198141219814122488512266821229236
24NaNBelize00000000...17767179671814318334185321853218532189021890219185
25NaNBenin00000000...19841214502145021450214502145021450214502145021450
26NaNBhutan00000000...2596259625962596259625972597259725992599
27NaNBolivia00000000...495035495612496032496032496700496950497100497386497676497984
28NaNBosnia and Herzegovina00000000...222161222927223957224862225857225857225857227579228105229360
29NaNBotswana00000000...165644165644165644172252172252172252172252173788173788173788
..................................................................
249NaNTimor-Leste00000000...18597187151878618856189431899419033190581912519206
250NaNTogo00000000...23778239472409324093243692451924599246552479124902
251NaNTrinidad and Tobago00000000...47208473634765347925481434840048523485234882649111
252NaNTunisia00000000...685799695406696279697421698427699224699928700400700807702503
253NaNTurkey00000000...6682834671063667388606766978679467068208316847229687491769042556932423
254NaNUS11225556...41317328414616624162794641785903419937894205063842088171422898194241060742543510
255NaNUganda00000000...121587121617121687121784121984122083122212122277122405122502
256NaNUkraine00000000...2420776242441624293542435404244234424489082453240245587324614152468567
257NaNUnited Arab Emirates00000004...729518730135730743731307731828732299732690733003733325733643
258AnguillaUnited Kingdom00000000...318318318325331331331331340350
259BermudaUnited Kingdom00000000...3465387738774027421842184477463246324800
260British Virgin IslandsUnited Kingdom00000000...2642264226422642264226422642264226422642
261Cayman IslandsUnited Kingdom00000000...729745745772772774774774787791
262Channel IslandsUnited Kingdom00000000...11131111681117411223112691126911269113351136811393
263Falkland Islands (Malvinas)United Kingdom00000000...67676767676767676767
264GibraltarUnited Kingdom00000000...5436544554495463546954765477547954835490
265Isle of ManUnited Kingdom00000000...7028705070687094711371417166718472187265
266MontserratUnited Kingdom00000000...31313131323233333333
267Saint Helena, Ascension and Tristan da CunhaUnited Kingdom00000000...4444444444
268Turks and Caicos IslandsUnited Kingdom00000000...2758277427742794279928002805280528052813
269NaNUnited Kingdom00000000...7256559728281073126837339009737130174007397429746746544874965437530103
270NaNUruguay00000000...386873387028387156387299387449387555387627387744387922388068
271NaNUzbekistan00000000...164890165421166025166644167268167858168437168938169467169989
272NaNVanuatu00000000...4444444444
273NaNVenezuela00000000...347647348873349731350795353401353401354239356262356262358462
274NaNVietnam02222222...624547635055645640656129667650677023687063695744707436718963
275NaNWest Bank and Gaza00000000...372108374768377134379635381854382584384390386493388470390369
276NaNYemen00000000...8452850285278557859386308667871887528789
277NaNZambia00000000...207960208049208161208267208353208422208469208502208599208676
278NaNZimbabwe00000000...126399126817127083127368127632127739127938128186128186128804
\n", "

279 rows × 612 columns

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" ], "text/plain": [ " Province/State Country/Region \\\n", "0 NaN Afghanistan \n", "1 NaN Albania \n", "2 NaN Algeria \n", "3 NaN Andorra \n", "4 NaN Angola \n", "5 NaN Antigua and Barbuda \n", "6 NaN Argentina \n", "7 NaN Armenia \n", "8 Australian Capital Territory Australia \n", "9 New South Wales Australia \n", "10 Northern Territory Australia \n", "11 Queensland Australia \n", "12 South Australia Australia \n", "13 Tasmania Australia \n", "14 Victoria Australia \n", "15 Western Australia Australia \n", "16 NaN Austria \n", "17 NaN Azerbaijan \n", "18 NaN Bahamas \n", "19 NaN Bahrain \n", "20 NaN Bangladesh \n", "21 NaN Barbados \n", "22 NaN Belarus \n", "23 NaN Belgium \n", "24 NaN Belize \n", "25 NaN Benin \n", "26 NaN Bhutan \n", "27 NaN Bolivia \n", "28 NaN Bosnia and Herzegovina \n", "29 NaN Botswana \n", ".. ... ... \n", "249 NaN Timor-Leste \n", "250 NaN Togo \n", "251 NaN Trinidad and Tobago \n", "252 NaN Tunisia \n", "253 NaN Turkey \n", "254 NaN US \n", "255 NaN Uganda \n", "256 NaN Ukraine \n", "257 NaN United Arab Emirates \n", "258 Anguilla United Kingdom \n", "259 Bermuda United Kingdom \n", "260 British Virgin Islands United Kingdom \n", "261 Cayman Islands United Kingdom \n", "262 Channel Islands United Kingdom \n", "263 Falkland Islands (Malvinas) United Kingdom \n", "264 Gibraltar United Kingdom \n", "265 Isle of Man United Kingdom \n", "266 Montserrat United Kingdom \n", "267 Saint Helena, Ascension and Tristan da Cunha United Kingdom \n", "268 Turks and Caicos Islands United Kingdom \n", "269 NaN United Kingdom \n", "270 NaN Uruguay \n", "271 NaN Uzbekistan \n", "272 NaN Vanuatu \n", "273 NaN Venezuela \n", "274 NaN Vietnam \n", "275 NaN West Bank and Gaza \n", "276 NaN Yemen \n", "277 NaN Zambia \n", "278 NaN Zimbabwe \n", "\n", " 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 1/28/20 1/29/20 \\\n", "0 0 0 0 0 0 0 0 0 \n", "1 0 0 0 0 0 0 0 0 \n", "2 0 0 0 0 0 0 0 0 \n", "3 0 0 0 0 0 0 0 0 \n", "4 0 0 0 0 0 0 0 0 \n", "5 0 0 0 0 0 0 0 0 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"outputs": [ { "data": { "text/html": [ "
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Province/StateCountry/Region1/22/201/23/201/24/201/25/201/26/201/27/201/28/201/29/20...9/13/219/14/219/15/219/16/219/17/219/18/219/19/219/20/219/21/219/22/21
0NaNAfghanistan00000000...154094154180154283154361154487154487154487154585154712154757
1NaNAlbania00000000...157436158431159423160365161324162173162953163404164276165096
2NaNAlgeria00000000...200301200528200770200989201224201425201600201766201948202122
3NaNAndorra00000000...15096150991510815113151241512415124151401514015153
4NaNAngola00000000...50738510475140751827522085230752307526445296853387
5NaNAntigua and Barbuda00000000...2297230423042304260326032603260326032625
6NaNArgentina00000000...5226831522984852323585234851523715952386105239232524139452432315245265
7NaNArmenia00000000...249146249803250559251323252082253093253600253942254436254709
8Australian Capital TerritoryAustralia00000000...652665680710725742749765782798
9New South WalesAustralia00003444...45782470074834149611509195198652922538985491955962
10Northern TerritoryAustralia00000000...203203204204204204206206206208
11QueenslandAustralia00000001...2009201020132014201520152017201820192021
12South AustraliaAustralia00000000...895896896898898898898898898899
13TasmaniaAustralia00000000...235235235235235235235235235235
14VictoriaAustralia00001111...26036264392694227439279682845629008295963021630961
15Western AustraliaAustralia00000000...1089108910891089109210921093109410941094
16NaNAustria00000000...711573713269715893718091720455722357724035725434726674728696
17NaNAzerbaijan00000000...461249463326463326467173467173467173467173473459475053476409
18NaNBahamas00000000...19601196011979519795200302003020030202152028820288
19NaNBahrain00000000...273835273916273977274041274107274179274264274383274452274524
20NaNBangladesh00000000...1532366153444015363411538203154011015413001542683154423815458001547176
21NaNBarbados00000000...5984605361776248635863586527663167366904
22NaNBelarus00000000...504961506591508514510481512460514446516428518369520286522275
23NaNBelgium00000000...1210381121210612151141217473121981412198141219814122488512266821229236
24NaNBelize00000000...17767179671814318334185321853218532189021890219185
25NaNBenin00000000...19841214502145021450214502145021450214502145021450
26NaNBhutan00000000...2596259625962596259625972597259725992599
27NaNBolivia00000000...495035495612496032496032496700496950497100497386497676497984
28NaNBosnia and Herzegovina00000000...222161222927223957224862225857225857225857227579228105229360
29NaNBotswana00000000...165644165644165644172252172252172252172252173788173788173788
..................................................................
249NaNTimor-Leste00000000...18597187151878618856189431899419033190581912519206
250NaNTogo00000000...23778239472409324093243692451924599246552479124902
251NaNTrinidad and Tobago00000000...47208473634765347925481434840048523485234882649111
252NaNTunisia00000000...685799695406696279697421698427699224699928700400700807702503
253NaNTurkey00000000...6682834671063667388606766978679467068208316847229687491769042556932423
254NaNUS11225556...41317328414616624162794641785903419937894205063842088171422898194241060742543510
255NaNUganda00000000...121587121617121687121784121984122083122212122277122405122502
256NaNUkraine00000000...2420776242441624293542435404244234424489082453240245587324614152468567
257NaNUnited Arab Emirates00000004...729518730135730743731307731828732299732690733003733325733643
258AnguillaUnited Kingdom00000000...318318318325331331331331340350
259BermudaUnited Kingdom00000000...3465387738774027421842184477463246324800
260British Virgin IslandsUnited Kingdom00000000...2642264226422642264226422642264226422642
261Cayman IslandsUnited Kingdom00000000...729745745772772774774774787791
262Channel IslandsUnited Kingdom00000000...11131111681117411223112691126911269113351136811393
263Falkland Islands (Malvinas)United Kingdom00000000...67676767676767676767
264GibraltarUnited Kingdom00000000...5436544554495463546954765477547954835490
265Isle of ManUnited Kingdom00000000...7028705070687094711371417166718472187265
266MontserratUnited Kingdom00000000...31313131323233333333
267Saint Helena, Ascension and Tristan da CunhaUnited Kingdom00000000...4444444444
268Turks and Caicos IslandsUnited Kingdom00000000...2758277427742794279928002805280528052813
269NaNUnited Kingdom00000000...7256559728281073126837339009737130174007397429746746544874965437530103
270NaNUruguay00000000...386873387028387156387299387449387555387627387744387922388068
271NaNUzbekistan00000000...164890165421166025166644167268167858168437168938169467169989
272NaNVanuatu00000000...4444444444
273NaNVenezuela00000000...347647348873349731350795353401353401354239356262356262358462
274NaNVietnam02222222...624547635055645640656129667650677023687063695744707436718963
275NaNWest Bank and Gaza00000000...372108374768377134379635381854382584384390386493388470390369
276NaNYemen00000000...8452850285278557859386308667871887528789
277NaNZambia00000000...207960208049208161208267208353208422208469208502208599208676
278NaNZimbabwe00000000...126399126817127083127368127632127739127938128186128186128804
\n", "

279 rows × 612 columns

\n", "
" ], "text/plain": [ " Province/State Country/Region \\\n", "0 NaN Afghanistan \n", "1 NaN Albania \n", "2 NaN Algeria \n", "3 NaN Andorra \n", "4 NaN Angola \n", "5 NaN Antigua and Barbuda \n", "6 NaN Argentina \n", "7 NaN Armenia \n", "8 Australian Capital Territory Australia \n", "9 New South Wales Australia \n", "10 Northern Territory Australia \n", "11 Queensland Australia \n", "12 South Australia Australia \n", "13 Tasmania Australia \n", "14 Victoria Australia \n", "15 Western Australia Australia \n", "16 NaN Austria \n", "17 NaN Azerbaijan \n", "18 NaN Bahamas \n", "19 NaN Bahrain \n", "20 NaN Bangladesh \n", "21 NaN Barbados \n", "22 NaN Belarus \n", "23 NaN Belgium \n", "24 NaN Belize \n", "25 NaN Benin \n", "26 NaN Bhutan \n", "27 NaN Bolivia \n", "28 NaN Bosnia and Herzegovina \n", "29 NaN Botswana \n", ".. ... ... \n", "249 NaN Timor-Leste \n", "250 NaN Togo \n", "251 NaN Trinidad and Tobago \n", "252 NaN Tunisia \n", "253 NaN Turkey \n", "254 NaN US \n", "255 NaN Uganda \n", "256 NaN Ukraine \n", "257 NaN United Arab Emirates \n", "258 Anguilla United Kingdom \n", "259 Bermuda United Kingdom \n", "260 British Virgin Islands United Kingdom \n", "261 Cayman Islands United Kingdom \n", "262 Channel Islands United Kingdom \n", "263 Falkland Islands (Malvinas) United Kingdom \n", "264 Gibraltar United Kingdom \n", "265 Isle of Man United Kingdom \n", "266 Montserrat United Kingdom \n", "267 Saint Helena, Ascension and Tristan da Cunha United Kingdom \n", "268 Turks and Caicos Islands United Kingdom \n", "269 NaN United Kingdom \n", "270 NaN Uruguay \n", "271 NaN Uzbekistan \n", "272 NaN Vanuatu \n", "273 NaN Venezuela \n", "274 NaN Vietnam \n", "275 NaN West Bank and Gaza \n", "276 NaN Yemen \n", "277 NaN Zambia \n", "278 NaN Zimbabwe \n", "\n", " 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 1/28/20 1/29/20 \\\n", "0 0 0 0 0 0 0 0 0 \n", "1 0 0 0 0 0 0 0 0 \n", "2 0 0 0 0 0 0 0 0 \n", "3 0 0 0 0 0 0 0 0 \n", "4 0 0 0 0 0 0 0 0 \n", "5 0 0 0 0 0 0 0 0 \n", "6 0 0 0 0 0 0 0 0 \n", "7 0 0 0 0 0 0 0 0 \n", "8 0 0 0 0 0 0 0 0 \n", "9 0 0 0 0 3 4 4 4 \n", "10 0 0 0 0 0 0 0 0 \n", "11 0 0 0 0 0 0 0 1 \n", "12 0 0 0 0 0 0 0 0 \n", "13 0 0 0 0 0 0 0 0 \n", "14 0 0 0 0 1 1 1 1 \n", "15 0 0 0 0 0 0 0 0 \n", "16 0 0 0 0 0 0 0 0 \n", "17 0 0 0 0 0 0 0 0 \n", "18 0 0 0 0 0 0 0 0 \n", "19 0 0 0 0 0 0 0 0 \n", "20 0 0 0 0 0 0 0 0 \n", "21 0 0 0 0 0 0 0 0 \n", "22 0 0 0 0 0 0 0 0 \n", "23 0 0 0 0 0 0 0 0 \n", "24 0 0 0 0 0 0 0 0 \n", "25 0 0 0 0 0 0 0 0 \n", "26 0 0 0 0 0 0 0 0 \n", "27 0 0 0 0 0 0 0 0 \n", "28 0 0 0 0 0 0 0 0 \n", "29 0 0 0 0 0 0 0 0 \n", ".. ... ... ... ... ... ... ... ... \n", "249 0 0 0 0 0 0 0 0 \n", "250 0 0 0 0 0 0 0 0 \n", "251 0 0 0 0 0 0 0 0 \n", "252 0 0 0 0 0 0 0 0 \n", "253 0 0 0 0 0 0 0 0 \n", "254 1 1 2 2 5 5 5 6 \n", "255 0 0 0 0 0 0 0 0 \n", "256 0 0 0 0 0 0 0 0 \n", "257 0 0 0 0 0 0 0 4 \n", "258 0 0 0 0 0 0 0 0 \n", "259 0 0 0 0 0 0 0 0 \n", "260 0 0 0 0 0 0 0 0 \n", "261 0 0 0 0 0 0 0 0 \n", "262 0 0 0 0 0 0 0 0 \n", "263 0 0 0 0 0 0 0 0 \n", "264 0 0 0 0 0 0 0 0 \n", "265 0 0 0 0 0 0 0 0 \n", "266 0 0 0 0 0 0 0 0 \n", "267 0 0 0 0 0 0 0 0 \n", "268 0 0 0 0 0 0 0 0 \n", "269 0 0 0 0 0 0 0 0 \n", "270 0 0 0 0 0 0 0 0 \n", "271 0 0 0 0 0 0 0 0 \n", "272 0 0 0 0 0 0 0 0 \n", "273 0 0 0 0 0 0 0 0 \n", "274 0 2 2 2 2 2 2 2 \n", "275 0 0 0 0 0 0 0 0 \n", "276 0 0 0 0 0 0 0 0 \n", "277 0 0 0 0 0 0 0 0 \n", "278 0 0 0 0 0 0 0 0 \n", "\n", " ... 9/13/21 9/14/21 9/15/21 9/16/21 9/17/21 9/18/21 \\\n", "0 ... 154094 154180 154283 154361 154487 154487 \n", "1 ... 157436 158431 159423 160365 161324 162173 \n", "2 ... 200301 200528 200770 200989 201224 201425 \n", "3 ... 15096 15099 15108 15113 15124 15124 \n", "4 ... 50738 51047 51407 51827 52208 52307 \n", "5 ... 2297 2304 2304 2304 2603 2603 \n", "6 ... 5226831 5229848 5232358 5234851 5237159 5238610 \n", "7 ... 249146 249803 250559 251323 252082 253093 \n", "8 ... 652 665 680 710 725 742 \n", "9 ... 45782 47007 48341 49611 50919 51986 \n", "10 ... 203 203 204 204 204 204 \n", "11 ... 2009 2010 2013 2014 2015 2015 \n", "12 ... 895 896 896 898 898 898 \n", "13 ... 235 235 235 235 235 235 \n", "14 ... 26036 26439 26942 27439 27968 28456 \n", "15 ... 1089 1089 1089 1089 1092 1092 \n", "16 ... 711573 713269 715893 718091 720455 722357 \n", "17 ... 461249 463326 463326 467173 467173 467173 \n", "18 ... 19601 19601 19795 19795 20030 20030 \n", "19 ... 273835 273916 273977 274041 274107 274179 \n", "20 ... 1532366 1534440 1536341 1538203 1540110 1541300 \n", "21 ... 5984 6053 6177 6248 6358 6358 \n", "22 ... 504961 506591 508514 510481 512460 514446 \n", "23 ... 1210381 1212106 1215114 1217473 1219814 1219814 \n", "24 ... 17767 17967 18143 18334 18532 18532 \n", "25 ... 19841 21450 21450 21450 21450 21450 \n", "26 ... 2596 2596 2596 2596 2596 2597 \n", "27 ... 495035 495612 496032 496032 496700 496950 \n", "28 ... 222161 222927 223957 224862 225857 225857 \n", "29 ... 165644 165644 165644 172252 172252 172252 \n", ".. ... ... ... ... ... ... ... \n", "249 ... 18597 18715 18786 18856 18943 18994 \n", "250 ... 23778 23947 24093 24093 24369 24519 \n", "251 ... 47208 47363 47653 47925 48143 48400 \n", "252 ... 685799 695406 696279 697421 698427 699224 \n", "253 ... 6682834 6710636 6738860 6766978 6794670 6820831 \n", "254 ... 41317328 41461662 41627946 41785903 41993789 42050638 \n", "255 ... 121587 121617 121687 121784 121984 122083 \n", "256 ... 2420776 2424416 2429354 2435404 2442344 2448908 \n", "257 ... 729518 730135 730743 731307 731828 732299 \n", "258 ... 318 318 318 325 331 331 \n", "259 ... 3465 3877 3877 4027 4218 4218 \n", "260 ... 2642 2642 2642 2642 2642 2642 \n", "261 ... 729 745 745 772 772 774 \n", "262 ... 11131 11168 11174 11223 11269 11269 \n", "263 ... 67 67 67 67 67 67 \n", "264 ... 5436 5445 5449 5463 5469 5476 \n", "265 ... 7028 7050 7068 7094 7113 7141 \n", "266 ... 31 31 31 31 32 32 \n", "267 ... 4 4 4 4 4 4 \n", "268 ... 2758 2774 2774 2794 2799 2800 \n", "269 ... 7256559 7282810 7312683 7339009 7371301 7400739 \n", "270 ... 386873 387028 387156 387299 387449 387555 \n", "271 ... 164890 165421 166025 166644 167268 167858 \n", "272 ... 4 4 4 4 4 4 \n", "273 ... 347647 348873 349731 350795 353401 353401 \n", "274 ... 624547 635055 645640 656129 667650 677023 \n", "275 ... 372108 374768 377134 379635 381854 382584 \n", "276 ... 8452 8502 8527 8557 8593 8630 \n", "277 ... 207960 208049 208161 208267 208353 208422 \n", "278 ... 126399 126817 127083 127368 127632 127739 \n", "\n", " 9/19/21 9/20/21 9/21/21 9/22/21 \n", "0 154487 154585 154712 154757 \n", "1 162953 163404 164276 165096 \n", "2 201600 201766 201948 202122 \n", "3 15124 15140 15140 15153 \n", "4 52307 52644 52968 53387 \n", "5 2603 2603 2603 2625 \n", "6 5239232 5241394 5243231 5245265 \n", "7 253600 253942 254436 254709 \n", "8 749 765 782 798 \n", "9 52922 53898 54919 55962 \n", "10 206 206 206 208 \n", "11 2017 2018 2019 2021 \n", "12 898 898 898 899 \n", "13 235 235 235 235 \n", "14 29008 29596 30216 30961 \n", "15 1093 1094 1094 1094 \n", "16 724035 725434 726674 728696 \n", "17 467173 473459 475053 476409 \n", "18 20030 20215 20288 20288 \n", "19 274264 274383 274452 274524 \n", "20 1542683 1544238 1545800 1547176 \n", "21 6527 6631 6736 6904 \n", "22 516428 518369 520286 522275 \n", "23 1219814 1224885 1226682 1229236 \n", "24 18532 18902 18902 19185 \n", "25 21450 21450 21450 21450 \n", "26 2597 2597 2599 2599 \n", "27 497100 497386 497676 497984 \n", "28 225857 227579 228105 229360 \n", "29 172252 173788 173788 173788 \n", ".. ... ... ... ... \n", "249 19033 19058 19125 19206 \n", "250 24599 24655 24791 24902 \n", "251 48523 48523 48826 49111 \n", "252 699928 700400 700807 702503 \n", "253 6847229 6874917 6904255 6932423 \n", "254 42088171 42289819 42410607 42543510 \n", "255 122212 122277 122405 122502 \n", "256 2453240 2455873 2461415 2468567 \n", "257 732690 733003 733325 733643 \n", "258 331 331 340 350 \n", "259 4477 4632 4632 4800 \n", "260 2642 2642 2642 2642 \n", "261 774 774 787 791 \n", "262 11269 11335 11368 11393 \n", "263 67 67 67 67 \n", "264 5477 5479 5483 5490 \n", "265 7166 7184 7218 7265 \n", "266 33 33 33 33 \n", "267 4 4 4 4 \n", "268 2805 2805 2805 2813 \n", "269 7429746 7465448 7496543 7530103 \n", "270 387627 387744 387922 388068 \n", "271 168437 168938 169467 169989 \n", "272 4 4 4 4 \n", "273 354239 356262 356262 358462 \n", "274 687063 695744 707436 718963 \n", "275 384390 386493 388470 390369 \n", "276 8667 8718 8752 8789 \n", "277 208469 208502 208599 208676 \n", "278 127938 128186 128186 128804 \n", "\n", "[279 rows x 612 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.loc[data[\"Province/State\"]==\"Hong Kong\", \"Country/Region\"] = \"Hong Kong\"\n", "data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will also exclude all the France regions that are not metropolitane France. First, let's take a look at the possible provinces:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['French Guiana', 'French Polynesia', 'Guadeloupe', 'Martinique',\n", " 'Mayotte', 'New Caledonia', 'Reunion', 'Saint Barthelemy',\n", " 'Saint Pierre and Miquelon', 'St Martin', 'Wallis and Futuna', nan],\n", " dtype=object)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[data[\"Country/Region\"]==\"France\"][\"Province/State\"].values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we can exclude all the values besides the last one:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "list_of_regions = data[data[\"Country/Region\"]==\"France\"][\"Province/State\"].values[:-1]\n", "data = data.drop(data[(data[\"Country/Region\"] == \"France\") & (data[\"Province/State\"].isin(list_of_regions))].index)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We do the same thing with Netherlands and UK:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['Anguilla' 'Bermuda' 'British Virgin Islands' 'Cayman Islands'\n", " 'Channel Islands' 'Falkland Islands (Malvinas)' 'Gibraltar' 'Isle of Man'\n", " 'Montserrat' 'Saint Helena, Ascension and Tristan da Cunha'\n", " 'Turks and Caicos Islands' nan]\n", "['Aruba' 'Bonaire, Sint Eustatius and Saba' 'Curacao' 'Sint Maarten' nan]\n" ] } ], "source": [ "print(data[data[\"Country/Region\"]==\"United Kingdom\"][\"Province/State\"].values)\n", "print(data[data[\"Country/Region\"]==\"Netherlands\"][\"Province/State\"].values)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "regions_netherlands = data[data[\"Country/Region\"]==\"Netherlands\"][\"Province/State\"].values[:-1]\n", "data = data.drop(data[(data[\"Country/Region\"] == \"Netherlands\") & (data[\"Province/State\"].isin(regions_netherlands))].index)\n", "\n", "regions_uk = data[data[\"Country/Region\"]==\"United Kingdom\"][\"Province/State\"].values[:-1]\n", "data = data.drop(data[(data[\"Country/Region\"] == \"United Kingdom\") & (data[\"Province/State\"].isin(regions_uk))].index)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualizations:\n", "Now we can make our plots, but first we need to group the data by country:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Country/Region
Afghanistan0000000000...154094154180154283154361154487154487154487154585154712154757
Albania0000000000...157436158431159423160365161324162173162953163404164276165096
Algeria0000000000...200301200528200770200989201224201425201600201766201948202122
Andorra0000000000...15096150991510815113151241512415124151401514015153
Angola0000000000...50738510475140751827522085230752307526445296853387
\n", "

5 rows × 610 columns

\n", "
" ], "text/plain": [ " 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 1/27/20 1/28/20 \\\n", "Country/Region \n", "Afghanistan 0 0 0 0 0 0 0 \n", "Albania 0 0 0 0 0 0 0 \n", "Algeria 0 0 0 0 0 0 0 \n", "Andorra 0 0 0 0 0 0 0 \n", "Angola 0 0 0 0 0 0 0 \n", "\n", " 1/29/20 1/30/20 1/31/20 ... 9/13/21 9/14/21 9/15/21 \\\n", "Country/Region ... \n", "Afghanistan 0 0 0 ... 154094 154180 154283 \n", "Albania 0 0 0 ... 157436 158431 159423 \n", "Algeria 0 0 0 ... 200301 200528 200770 \n", "Andorra 0 0 0 ... 15096 15099 15108 \n", "Angola 0 0 0 ... 50738 51047 51407 \n", "\n", " 9/16/21 9/17/21 9/18/21 9/19/21 9/20/21 9/21/21 9/22/21 \n", "Country/Region \n", "Afghanistan 154361 154487 154487 154487 154585 154712 154757 \n", "Albania 160365 161324 162173 162953 163404 164276 165096 \n", "Algeria 200989 201224 201425 201600 201766 201948 202122 \n", "Andorra 15113 15124 15124 15124 15140 15140 15153 \n", "Angola 51827 52208 52307 52307 52644 52968 53387 \n", "\n", "[5 rows x 610 columns]" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_grouped = data.groupby('Country/Region').sum()\n", "data_grouped.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can plot our selected countries:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5,1,'Infection Cases of COVID-19 in Linear Scale')" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data_grouped.loc['Hong Kong'].plot()\n", "data_grouped.loc['China'].plot()\n", "data_grouped.loc['US'].plot()\n", "data_grouped.loc['France'].plot()\n", "data_grouped.loc['United Kingdom'].plot()\n", "data_grouped.loc['Belgium'].plot()\n", "data_grouped.loc['Germany'].plot()\n", "data_grouped.loc['Iran'].plot()\n", "data_grouped.loc['Italy'].plot()\n", "data_grouped.loc['Spain'].plot()\n", "data_grouped.loc['Japan'].plot()\n", "data_grouped.loc['Korea, South'].plot()\n", "data_grouped.loc['Portugal'].plot()\n", "plt.legend()\n", "plt.title('Infection Cases of COVID-19 in Linear Scale')" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5,1,'Infection Cases of COVID-19 in Log scale')" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data_grouped.loc['Hong Kong'].plot()\n", "data_grouped.loc['China'].plot()\n", "data_grouped.loc['US'].plot()\n", "data_grouped.loc['France'].plot()\n", "data_grouped.loc['United Kingdom'].plot()\n", "data_grouped.loc['Belgium'].plot()\n", "data_grouped.loc['Germany'].plot()\n", "data_grouped.loc['Iran'].plot()\n", "data_grouped.loc['Italy'].plot()\n", "data_grouped.loc['Spain'].plot()\n", "data_grouped.loc['Japan'].plot()\n", "data_grouped.loc['Korea, South'].plot()\n", "data_grouped.loc['Portugal'].plot()\n", "plt.legend()\n", "plt.yscale(\"log\")\n", "plt.title('Infection Cases of COVID-19 in Log scale')" ] }, { "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 }