From adc25fcebf047c6dd7ae7c144c28699c8b88aa8c Mon Sep 17 00:00:00 2001 From: 8057a7ae58e587eb7d45460ceced4594 <8057a7ae58e587eb7d45460ceced4594@app-learninglab.inria.fr> Date: Thu, 23 Sep 2021 20:33:24 +0000 Subject: [PATCH] Covid exercise --- module3/exo3/exercice.ipynb | 5862 ++++++++++++++++++++++++++++++++++- 1 file changed, 5859 insertions(+), 3 deletions(-) diff --git a/module3/exo3/exercice.ipynb b/module3/exo3/exercice.ipynb index 0bbbe37..2168468 100644 --- a/module3/exo3/exercice.ipynb +++ b/module3/exo3/exercice.ipynb @@ -1,5 +1,5862 @@ { - "cells": [], + "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": 4, + "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": 5, + "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
260British Virgin IslandsUnited Kingdom18.420700-64.640000000000...2642264226422642264226422642264226422642
261Cayman IslandsUnited Kingdom19.313300-81.254600000000...729745745772772774774774787791
262Channel IslandsUnited Kingdom49.372300-2.364400000000...11131111681117411223112691126911269113351136811393
263Falkland Islands (Malvinas)United Kingdom-51.796300-59.523600000000...67676767676767676767
264GibraltarUnited Kingdom36.140800-5.353600000000...5436544554495463546954765477547954835490
265Isle of ManUnited Kingdom54.236100-4.548100000000...7028705070687094711371417166718472187265
266MontserratUnited Kingdom16.742498-62.187366000000...31313131323233333333
267Saint Helena, Ascension and Tristan da CunhaUnited Kingdom-7.946700-14.355900000000...4444444444
268Turks and Caicos IslandsUnited Kingdom21.694000-71.797900000000...2758277427742794279928002805280528052813
269NaNUnited Kingdom55.378100-3.436000000000...7256559728281073126837339009737130174007397429746746544874965437530103
270NaNUruguay-32.522800-55.765800000000...386873387028387156387299387449387555387627387744387922388068
271NaNUzbekistan41.37749164.585262000000...164890165421166025166644167268167858168437168938169467169989
272NaNVanuatu-15.376700166.959200000000...4444444444
273NaNVenezuela6.423800-66.589700000000...347647348873349731350795353401353401354239356262356262358462
274NaNVietnam14.058324108.277199022222...624547635055645640656129667650677023687063695744707436718963
275NaNWest Bank and Gaza31.95220035.233200000000...372108374768377134379635381854382584384390386493388470390369
276NaNYemen15.55272748.516388000000...8452850285278557859386308667871887528789
277NaNZambia-13.13389727.849332000000...207960208049208161208267208353208422208469208502208599208676
278NaNZimbabwe-19.01543829.154857000000...126399126817127083127368127632127739127938128186128186128804
\n", + "

279 rows × 614 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", + " 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 -11.202700 17.873900 0 0 0 0 0 \n", + "5 17.060800 -61.796400 0 0 0 0 0 \n", + "6 -38.416100 -63.616700 0 0 0 0 0 \n", + "7 40.069100 45.038200 0 0 0 0 0 \n", + "8 -35.473500 149.012400 0 0 0 0 0 \n", + "9 -33.868800 151.209300 0 0 0 0 3 \n", + "10 -12.463400 130.845600 0 0 0 0 0 \n", + "11 -27.469800 153.025100 0 0 0 0 0 \n", + "12 -34.928500 138.600700 0 0 0 0 0 \n", + "13 -42.882100 147.327200 0 0 0 0 0 \n", + "14 -37.813600 144.963100 0 0 0 0 1 \n", + "15 -31.950500 115.860500 0 0 0 0 0 \n", + "16 47.516200 14.550100 0 0 0 0 0 \n", + "17 40.143100 47.576900 0 0 0 0 0 \n", + "18 25.025885 -78.035889 0 0 0 0 0 \n", + "19 26.027500 50.550000 0 0 0 0 0 \n", + "20 23.685000 90.356300 0 0 0 0 0 \n", + "21 13.193900 -59.543200 0 0 0 0 0 \n", + "22 53.709800 27.953400 0 0 0 0 0 \n", + "23 50.833300 4.469936 0 0 0 0 0 \n", + "24 17.189900 -88.497600 0 0 0 0 0 \n", + "25 9.307700 2.315800 0 0 0 0 0 \n", + "26 27.514200 90.433600 0 0 0 0 0 \n", + "27 -16.290200 -63.588700 0 0 0 0 0 \n", + "28 43.915900 17.679100 0 0 0 0 0 \n", + "29 -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 \n", + "272 -15.376700 166.959200 0 0 0 0 0 \n", + "273 6.423800 -66.589700 0 0 0 0 0 \n", + "274 14.058324 108.277199 0 2 2 2 2 \n", + "275 31.952200 35.233200 0 0 0 0 0 \n", + "276 15.552727 48.516388 0 0 0 0 0 \n", + "277 -13.133897 27.849332 0 0 0 0 0 \n", + "278 -19.015438 29.154857 0 0 0 0 0 \n", + "\n", + " 1/27/20 ... 9/13/21 9/14/21 9/15/21 9/16/21 9/17/21 \\\n", + "0 0 ... 154094 154180 154283 154361 154487 \n", + "1 0 ... 157436 158431 159423 160365 161324 \n", + "2 0 ... 200301 200528 200770 200989 201224 \n", + "3 0 ... 15096 15099 15108 15113 15124 \n", + "4 0 ... 50738 51047 51407 51827 52208 \n", + "5 0 ... 2297 2304 2304 2304 2603 \n", + "6 0 ... 5226831 5229848 5232358 5234851 5237159 \n", + "7 0 ... 249146 249803 250559 251323 252082 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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 \n", + "254 5 ... 41317328 41461662 41627946 41785903 41993789 \n", + "255 0 ... 121587 121617 121687 121784 121984 \n", + "256 0 ... 2420776 2424416 2429354 2435404 2442344 \n", + "257 0 ... 729518 730135 730743 731307 731828 \n", + "258 0 ... 318 318 318 325 331 \n", + "259 0 ... 3465 3877 3877 4027 4218 \n", + "260 0 ... 2642 2642 2642 2642 2642 \n", + "261 0 ... 729 745 745 772 772 \n", + "262 0 ... 11131 11168 11174 11223 11269 \n", + "263 0 ... 67 67 67 67 67 \n", + "264 0 ... 5436 5445 5449 5463 5469 \n", + "265 0 ... 7028 7050 7068 7094 7113 \n", + "266 0 ... 31 31 31 31 32 \n", + "267 0 ... 4 4 4 4 4 \n", + "268 0 ... 2758 2774 2774 2794 2799 \n", + "269 0 ... 7256559 7282810 7312683 7339009 7371301 \n", + "270 0 ... 386873 387028 387156 387299 387449 \n", + "271 0 ... 164890 165421 166025 166644 167268 \n", + "272 0 ... 4 4 4 4 4 \n", + "273 0 ... 347647 348873 349731 350795 353401 \n", + "274 2 ... 624547 635055 645640 656129 667650 \n", + "275 0 ... 372108 374768 377134 379635 381854 \n", + "276 0 ... 8452 8502 8527 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 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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 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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", + ".. ... ... ... ... 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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 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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 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"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": 7, + "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": 8, + "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": 8, + "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": 10, + "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": 11, + "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": 12, + "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": 13, + "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

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" + ], + "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": 13, + "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": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5,1,'Infection Cases of COVID-19 in Linear Scale')" + ] + }, + "execution_count": 15, + "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": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5,1,'Infection Cases of COVID-19 in Log scale')" + ] + }, + "execution_count": 16, + "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.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", @@ -16,10 +5873,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.3" + "version": "3.6.4" } }, "nbformat": 4, "nbformat_minor": 2 } - -- 2.18.1