Riik

SKP

Rahvastiku tihedus

Kõik surmad 1 miljoni kohta

Mediaanvanus

Afghanistan

Albania

Algeria

Angola

Antigua and Barbuda

Argentina

Armenia

Azerbaijan

Australia

Austria

Bahamas

Bahrain

Bangladesh

Barbados

Belarus

Belgium

Belize

Benin

Bhutan

Bolivia

Bosnia and Herzegovina

Botswana

Brazil

Brunei

Bulgaria

Burkina Faso

Burundi

Cambodia

Cameroon

Canada

Central African Republic

Chad

Chile

China

Colombia

Costa Rica

Croatia

Czech Republic

Cyprus

Denmark

Djibouti

Dominican Republic

Ecuador

Egypt

El Salvador

Equatorial Guinea

Eritrea

Estonia

Eswatini

Ethiopia

Fiji

Finland

France

Gabon

Gambia

Georgia

Germany

Ghana

Greece

Grenada

Guatemala

Guinea

Guinea-Bissau

Guyana

Haiti

Honduras

Hong Kong

Hungary

Iceland

India

Indonesia

Iran

Iraq

Ireland

Israel

Italy

Jamaica

Japan

Jordan

Kazakhstan

Kenya

Kuwait

Kyrgyzstan

Laos

Latvia

Lebanon

Liberia

Libya

Lithuania

Luxembourg

Madagascar

Malawi

Malaysia

Maldives

Mali

Malta

Mauritania

Mauritius

Mexico

Moldova

Mongolia

Montenegro

Morocco

Mozambique

Myanmar

Namibia

Nepal

Netherlands

New Zealand

Nicaragua

Niger

Nigeria

North Macedonia

Norway

Oman

Pakistan

Panama

Papua New Guinea

Paraguay

Peru

Philippines

Poland

Portugal

Qatar

Romania

Russia

Rwanda

Saint Lucia

Saudi Arabia

Senegal

Serbia

Seychelles

Sierra Leone

Singapore

Slovakia

Slovenia

South Africa

South Sudan

Spain

Sri Lanka

Sudan

Suriname

Sweden

Switzerland

Zambia

Zimbabwe

Taiwan

Tanzania

Thailand

Timor-Leste

Togo

Trinidad and Tobago

Tunisia

Turkey

Uganda

Ukraine

UK

USA

Uruguay

Uzbekistan

Vietnam

Yemen

(Mediaanvanus, surmad)

Olen  \; uurinud \; mediaanvanuse \; ja \; koroonasurmade\; vahelist \; seost\; erinevates\; riikides. \ Pearsoni \; korrelatsioonikordaja \; r=0.3916,\; mis\; vihjab\; keskmise\; tugevusega\; seosele.
\Spearmanni \; järjestuskorrelatsioonikordaja \; ρ = 0.7171,\; mis\; vihjab\; tugevale \; seosele.

B2: 2182
C2: 60
D2: 0.9
E2: 18
B3: 14866
C3: 105
D3: 9
E3: 36
B4: 16091
C4: 18
D4: 9
E4: 29
B5: 6763
C5: 26
D5: 0.06
E5: 17
B6: 30593
C6: 223
D6: 31
E6: 34
B7: 19971
C7: 17
D7: 3
E7: 32
B8: 11845
C8: 104
D8: 8
E8: 35
B9: 19156
C9: 123
D9: 2
E9: 32
B10: 54799
C10: 3
D10: 3
E10: 38
B11: 55171
C11: 109
D11: 55
E11: 43
B12: 33432
C12: 39
D12: 23
E12: 32
B13: 51991
C13: 2239
D13: 4
E13: 32
B14: 5453
C14: 1265
D14: 0.7
E14: 28
B15: 19364
C15: 668
D15: 17
E15: 40
B16: 21224
C16: 47
D16: 6
E16: 40
B17: 50904
C17: 383
D17: 518
E17: 42
B18: 8791
C18: 17
D18: 5
E18: 25
B19: 3648
C19: 108
D19: 0.08
E19: 19
B20: 10627
C20: 20
D20: 0
E20: 28
B21: 8525
C21: 11
D21: 3
E21: 26
B22: 14894
C22: 64
D22: 16
E22: 43
B23: 19388
C23: 4
D23: 0.4
E23: 24
B24: 17106
C24: 25
D24: 12
E24: 33
B25: 85011
C25: 83
D25: 2
E25: 32
B26: 26034
C26: 64
D26: 6
E26: 45
B27: 2181
C27: 76
D27: 2
E27: 18
B28: 724
C28: 463
D28: 0.08
E28: 17
B29: 5004
C29: 95
D29: 0
E29: 26
B30: 4099
C30: 56
D30: 2
E30: 19
B31: 52144
C31: 4
D31: 46
E31: 41
B32: 864
C32: 8
D32: 0
E32: 18
B33: 2603
C33: 13
D33: 0
E33: 17
B34: 2715
C34: 26
D34: 8
E34: 35
B35: 20984
C35: 153
D35: 3
E35: 38
B36: 16265
C36: 46
D36: 4
E36: 31
B37: 18651
C37: 100
D37: 1
E37: 33
B38: 29207
C38: 73
D38: 12
E38: 44
B39: 40585
C39: 139
D39: 19
E39: 43
B40: 42956
C40: 131
D40: 10
E40: 37
B41: 55675
C41: 137
D41: 64
E41: 42
B42: 5855
C42: 43
D42: 2
E42: 27
B43: 20625
C43: 225
D43: 23
E43: 28
B44: 11866
C44: 71
D44: 29
E44: 28
B45: 148
C45: 103
D45: 2
E45: 25
B46: 8593
C46: 313
D46: 1
E46: 28
B47: 19961
C47: 50
D47: 0
E47: 22
B48: 1103
C48: 35
D48: 0
E48: 19
B49: 37606
C49: 31
D49: 32
E49: 42
B50: 11139
C50: 67
D50: 0.9
E50: 21
B51: 2702
C51: 115
D51: 0.03
E51: 19
B52: 12689
C52: 49
D52: 0
E52: 28
B53: 49548
C53: 18
D53: 25
E53: 43
B54: 4864
C54: 119
D54: 310
E54: 42
B55: 19839
C55: 9
D55: 0.4
E55: 23
B56: 2892
C56: 239
D56: 0.4
E56: 18
B57: 132
C57: 57
D57: 1
E57: 38
B58: 55306
C58: 240
D58: 59
E58: 46
B59: 7343
C59: 137
D59: 0.3
E59: 22
B60: 31616
C60: 81
D60: 12
E60: 46
B61: 17434
C61: 331
D61: 0
E61: 32
B62: 9009
C62: 167
D62: 0.4
E62: 23
B63: 2574
C63: 53
D63: 0.5
E63: 18
B64: 2113
C64: 70
D64: 0
E64: 19
B65: 17163
C65: 4
D65: 9
E65: 27
B66: 1916
C66: 414
D66: 0.3
E66: 24
B67: 56
C67: 89
D67: 5
E67: 24
B68: 66527
C68: 714
D68: 0.5
E68: 45
B69: 35941
C69: 107
D69: 22
E69: 43
B70: 56974
C70: 3
D70: 29
E70: 37
B71: 9027
C71: 464
D71: 0.4
E71: 28
B72: 14841
C72: 151
D72: 2
E72: 30
B73: 17832
C73: 52
D73: 63
E73: 32
B74: 18755
C74: 93
D74: 2
E74: 21
B75: 86988
C75: 72
D75: 139
E75: 38
B76: 40337
C76: 400
D76: 21
E76: 30
B77: 41582
C77: 206
D77: 408
E77: 47
B78: 9932
C78: 273
D78: 2
E78: 31
B79: 46827
C79: 347
D79: 2
E79: 48
B80: 9939
C80: 115
D80: 0.7
E80: 24
B81: 30178
C81: 7
D81: 1
E81: 31
B82: 4078
C82: 94
D82: 0.3
E82: 20
B83: 67891
C83: 240
D83: 3
E83: 37
B84: 4193
C84: 34
D84: 1
E84: 26
B85: 8684
C85: 32
D85: 0
E85: 24
B86: 32987
C86: 30
D86: 5
E86: 44
B87: 15599
C87: 667
D87: 3
E87: 30
B88: 1428
C88: 53
D88: 2
E88: 19
B89: 9446
C89: 4
D89: 0.1
E89: 29
B90: 38751
C90: 43
D90: 14
E90: 45
B91: 112045
C91: 242
D91: 125
E91: 40
B92: 1776
C92: 48
D92: 0
E92: 20
B93: 1292
C93: 203
D93: 0.1
E93: 18
B94: 34567
C94: 99
D94: 3
E94: 30
B95: 24796
C95: 1802
D95: 0
E95: 30
B96: 2569
C96: 17
D96: 0.7
E96: 16
B97: 49589
C97: 138
D97: 7
E97: 43
B98: 5158
C98: 5
D98: 0.2
E98: 20
B99: 26461
C99: 626
D99: 7
E99: 37
B100: 21363
C100: 66
D100: 6
E100: 29
B101: 8161
C101: 123
D101: 18
E101: 38
B102: 15089
C102: 2
D102: 0
E102: 28
B103: 21977
C103: 47
D103: 8
E103: 39
B104: 9667
C104: 83
D104: 4
E104: 30
B105: 1372
C105: 40
D105: 0
E105: 18
B106: 722
C106: 83
D106: 0.09
E106: 29
B107: 11451
C107: 3
D107: 0
E107: 22
B108: 355
C108: 203
D108: 0
E108: 25
B109: 60299
C109: 508
D109: 229
E109: 43
B110: 42045
C110: 18
D110: 3
E110: 38
B111: 5297
C111: 55
D111: 0.3
E111: 26
B112: 1152
C112: 19
D112: 0.8
E112: 15
B113: 6172
C113: 226
D113: 0.1
E113: 18
B114: 17378
C114: 83
D114: 26
E114: 39
B115: 79638
C115: 15
D115: 34
E115: 40
B116: 48593
C116: 16
D116: 2
E116: 31
B117: 6016
C117: 287
D117: 0.9
E117: 23
B118: 28456
C118: 58
D118: 32
E118: 30
B119: 4081
C119: 20
D119: 0
E119: 22
B120: 13213
C120: 18
D120: 1
E120: 26
B121: 15399
C121: 26
D121: 13
E121: 31
B122: 10094
C122: 368
D122: 4
E122: 26
B123: 35651
C123: 124
D123: 11
E123: 42
B124: 34936
C124: 111
D124: 75
E124: 46
B125: 13891
C125: 248
D125: 3
E125: 32
B126: 29555
C126: 84
D126: 26
E126: 43
B127: 3082
C127: 9
D127: 3
E127: 40
B128: 2642
C128: 525
D128: 0
E128: 20
B129: 15159
C129: 301
D129: 0
E129: 34
B130: 56912
C130: 16
D130: 3
E130: 32
B131: 4079
C131: 87
D131: 0.3
E131: 19
B132: 19767
C132: 100
D132: 15
E132: 42
B133: 33118
C133: 214
D133: 0
E133: 34
B134: 1765
C134: 111
D134: 0
E134: 19
B135: 105689
C135: 8358
D135: 2
E135: 42
B136: 38321
C136: 114
D136: 3
E136: 41
B137: 40344
C137: 103
D137: 37
E137: 45
B138: 13965
C138: 49
D138: 1
E138: 28
B139: 1715
C139: 18
D139: 0
E139: 19
B140: 43007
C140: 94
D140: 455
E140: 45
B141: 14509
C141: 341
D141: 0.3
E141: 34
B142: 3986
C142: 25
D142: 0.3
E142: 20
B143: 16044
C143: 4
D143: 2
E143: 29
B144: 55989
C144: 25
D144: 175
E144: 41
B145: 67558
C145: 219
D145: 171
E145: 43
B146: 4174
C146: 25
D146: 0.2
E146: 18
B147: 2778
C147: 38
D147: 0.2
E147: 19
B148: 57214
C148: 673
D148: 0.3
E148: 42
B149: 3652
C149: 67
D149: 0.2
E149: 18
B150: 21361
C150: 137
D150: 0.7
E150: 40
B151: 5321
C151: 89
D151: 0
E151: 21
B152: 1913
C152: 152
D152: 0.7
E152: 19
B153: 33713
C153: 273
D153: 6
E153: 36
B154: 13093
C154: 76
D154: 3
E154: 33
B155: 29327
C155: 110
D155: 27
E155: 32
B156: 2753
C156: 229
D156: 0
E156: 17
B157: 1013
C157: 75
D157: 4
E157: 41
B158: 48169
C158: 281
D158: 255
E158: 40
B159: 67426
C159: 36
D159: 132
E159: 38
B160: 24516
C160: 20
D160: 3
E160: 36
B161: 9595
C161: 79
D161: 0.2
E161: 28
B162: 8677
C162: 314
D162: 0
E162: 32
B163: 2312
C163: 56
D163: 0
E163: 20
F2: (E2, D2)
F3: (E3, D3)
F4: (E4, D4)
F5: (E5, D5)
F6: (E6, D6)
F7: (E7, D7)
F8: (E8, D8)
F9: (E9, D9)
F10: (E10, D10)
F11: (E11, D11)
F12: (E12, D12)
F13: (E13, D13)
F14: (E14, D14)
F15: (E15, D15)
F16: (E16, D16)
F17: (E17, D17)
F18: (E18, D18)
F19: (E19, D19)
F20: (E20, D20)
F21: (E21, D21)
F22: (E22, D22)
F23: (E23, D23)
F24: (E24, D24)
F25: (E25, D25)
F26: (E26, D26)
F27: (E27, D27)
F28: (E28, D28)
F29: (E29, D29)
F30: (E30, D30)
F31: (E31, D31)
F32: (E32, D32)
F33: (E33, D33)
F34: (E34, D34)
F35: (E35, D35)
F36: (E36, D36)
F37: (E37, D37)
F38: (E38, D38)
F39: (E39, D39)
F40: (E40, D40)
F41: (E41, D41)
F42: (E42, D42)
F43: (E43, D43)
F44: (E44, D44)
F45: (E45, D45)
F46: (E46, D46)
F47: (E47, D47)
F48: (E48, D48)
F49: (E49, D49)
F50: (E50, D50)
F51: (E51, D51)
F52: (E52, D52)
F53: (E53, D53)
F54: (E54, D54)
F55: (E55, D55)
F56: (E56, D56)
F57: (E57, D57)
F58: (E58, D58)
F59: (E59, D59)
F60: (E60, D60)
F61: (E61, D61)
F62: (E62, D62)
F63: (E63, D63)
F64: (E64, D64)
F65: (E65, D65)
F66: (E66, D66)
F67: (E67, D67)
F68: (E68, D68)
F69: (E69, D69)
F70: (E70, D70)
F71: (E71, D71)
F72: (E72, D72)
F73: (E73, D73)
F74: (E74, D74)
F75: (E75, D75)
F76: (E76, D76)
F77: (E77, D77)
F78: (E78, D78)
F79: (E79, D79)
F80: (E80, D80)
F81: (E81, D81)
F82: (E82, D82)
F83: (E83, D83)
F84: (E84, D84)
F85: (E85, D85)
F86: (E86, D86)
F87: (E87, D87)
F88: (E88, D88)
F89: (E89, D89)
F90: (E90, D90)
F91: (E91, D91)
F92: (E92, D92)
F93: (E93, D93)
F94: (E94, D94)
F95: (E95, D95)
F96: (E96, D96)
F97: (E97, D97)
F98: (E98, D98)
F99: (E99, D99)
F100: (E100, D100)
F101: (E101, D101)
F102: (E102, D102)
F103: (E103, D103)
F104: (E104, D104)
F105: (E105, D105)
F106: (E106, D106)
F107: (E107, D107)
F108: (E108, D108)
F109: (E109, D109)
F110: (E110, D110)
F111: (E111, D111)
F112: (E112, D112)
F113: (E113, D113)
F114: (E114, D114)
F115: (E115, D115)
F116: (E116, D116)
F117: (E117, D117)
F118: (E118, D118)
F119: (E119, D119)
F120: (E120, D120)
F121: (E121, D121)
F122: (E122, D122)
F123: (E123, D123)
F124: (E124, D124)
F125: (E125, D125)
F126: (E126, D126)
F127: (E127, D127)
F128: (E128, D128)
F129: (E129, D129)
F130: (E130, D130)
F131: (E131, D131)
F132: (E132, D132)
F133: (E133, D133)
F134: (E134, D134)
F135: (E135, D135)
F136: (E136, D136)
F137: (E137, D137)
F138: (E138, D138)
F139: (E139, D139)
F140: (E140, D140)
F141: (E141, D141)
F142: (E142, D142)
F143: (E143, D143)
F144: (E144, D144)
F145: (E145, D145)
F146: (E146, D146)
F147: (E147, D147)
F148: (E148, D148)
F149: (E149, D149)
F150: (E150, D150)
F151: (E151, D151)
F152: (E152, D152)
F153: (E153, D153)
F154: (E154, D154)
F155: (E155, D155)
F156: (E156, D156)
F157: (E157, D157)
F158: (E158, D158)
F159: (E159, D159)
F160: (E160, D160)
F161: (E161, D161)
F162: (E162, D162)
F163: (E163, D163)
l1: {F2, F3, F4, F5, F6, F7, F8, F9, F10, F11, F12, F13, F14, F15, F16, F17, F18, F19, F20, F21, F22, F23, F24, F25, F26, F27, F28, F29, F30, F31, F32, F33, F34, F35, F36, F37, F38, F39, F40, F41, F42, F43, F44, F45, F46, F47, F48, F49, F50, F51, F52, F53, F54, F55, F56, F57, F58, F59, F60, F61, F62, F63, F64, F65, F66, F67, F68, F69, F70, F71, F72, F73, F74, F75, F76, F77, F78, F79, F80, F81, F82, F83, F84, F85, F86, F87, F88, F89, F90, F91, F92, F93, F94, F95, F96, F97, F98, F99, F100, F101, F102, F103, F104, F105, F106, F107, F108, F109, F110, F111, F112, F113, F114, F115, F116, F117, F118, F119, F120, F121, F122, F123, F124, F125, F126, F127, F128, F129, F130, F131, F132, F133, F134, F135, F136, F137, F138, F139, F140, F141, F142, F143, F144, F145, F146, F147, F148, F149, F150, F151, F152, F153, F154, F155, F156, F157, F158, F159, F160, F161, F162, F163}
g = FitPoly(l1, 2)
ResidualPlot({(18, 0.9), (36, 9), (29, 9), (17, 0.06), (34, 31), (32, 3), (35, 8), (32, 2), (38, 3), (43, 55), (32, 23), (32, 4), (28, 0.7), (40, 17), (40, 6), (42, 518), (25, 5), (19, 0.08), (28, 0), (26, 3), (43, 16), (24, 0.4), (33, 12), (32, 2), (45, 6), (18, 2), (17, 0.08), (26, 0), (19, 2), (41, 46), (18, 0), (17, 0), (35, 8), (38, 3), (31, 4), (33, 1), (44, 12), (43, 19), (37, 10), (42, 64), (27, 2), (28, 23), (28, 29), (25, 2), (28, 1), (22, 0), (19, 0), (42, 32), (21, 0.9), (19, 0.03), (28, 0), (43, 25), (42, 310), (23, 0.4), (18, 0.4), (38, 1), (46, 59), (22, 0.3), (46, 12), (32, 0), (23, 0.4), (18, 0.5), (19, 0), (27, 9), (24, 0.3), (24, 5), (45, 0.5), (43, 22), (37, 29), (28, 0.4), (30, 2), (32, 63), (21, 2), (38, 139), (30, 21), (47, 408), (31, 2), (48, 2), (24, 0.7), (31, 1), (20, 0.3), (37, 3), (26, 1), (24, 0), (44, 5), (30, 3), (19, 2), (29, 0.1), (45, 14), (40, 125), (20, 0), (18, 0.1), (30, 3), (30, 0), (16, 0.7), (43, 7), (20, 0.2), (37, 7), (29, 6), (38, 18), (28, 0), (39, 8), (30, 4), (18, 0), (29, 0.09), (22, 0), (25, 0), (43, 229), (38, 3), (26, 0.3), (15, 0.8), (18, 0.1), (39, 26), (40, 34), (31, 2), (23, 0.9), (30, 32), (22, 0), (26, 1), (31, 13), (26, 4), (42, 11), (46, 75), (32, 3), (43, 26), (40, 3), (20, 0), (34, 0), (32, 3), (19, 0.3), (42, 15), (34, 0), (19, 0), (42, 2), (41, 3), (45, 37), (28, 1), (19, 0), (45, 455), (34, 0.3), (20, 0.3), (29, 2), (41, 175), (43, 171), (18, 0.2), (19, 0.2), (42, 0.3), (18, 0.2), (40, 0.7), (21, 0), (19, 0.7), (36, 6), (33, 3), (32, 27), (17, 0), (41, 4), (40, 255), (38, 132), (36, 3), (28, 0.2), (32, 0), (20, 0)}, FitPoly[{(18, 0.9), (36, 9), (29, 9), (17, 0.06), (34, 31), (32, 3), (35, 8), (32, 2), (38, 3), (43, 55), (32, 23), (32, 4), (28, 0.7), (40, 17), (40, 6), (42, 518), (25, 5), (19, 0.08), (28, 0), (26, 3), (43, 16), (24, 0.4), (33, 12), (32, 2), (45, 6), (18, 2), (17, 0.08), (26, 0), (19, 2), (41, 46), (18, 0), (17, 0), (35, 8), (38, 3), (31, 4), (33, 1), (44, 12), (43, 19), (37, 10), (42, 64), (27, 2), (28, 23), (28, 29), (25, 2), (28, 1), (22, 0), (19, 0), (42, 32), (21, 0.9), (19, 0.03), (28, 0), (43, 25), (42, 310), (23, 0.4), (18, 0.4), (38, 1), (46, 59), (22, 0.3), (46, 12), (32, 0), (23, 0.4), (18, 0.5), (19, 0), (27, 9), (24, 0.3), (24, 5), (45, 0.5), (43, 22), (37, 29), (28, 0.4), (30, 2), (32, 63), (21, 2), (38, 139), (30, 21), (47, 408), (31, 2), (48, 2), (24, 0.7), (31, 1), (20, 0.3), (37, 3), (26, 1), (24, 0), (44, 5), (30, 3), (19, 2), (29, 0.1), (45, 14), (40, 125), (20, 0), (18, 0.1), (30, 3), (30, 0), (16, 0.7), (43, 7), (20, 0.2), (37, 7), (29, 6), (38, 18), (28, 0), (39, 8), (30, 4), (18, 0), (29, 0.09), (22, 0), (25, 0), (43, 229), (38, 3), (26, 0.3), (15, 0.8), (18, 0.1), (39, 26), (40, 34), (31, 2), (23, 0.9), (30, 32), (22, 0), (26, 1), (31, 13), (26, 4), (42, 11), (46, 75), (32, 3), (43, 26), (40, 3), (20, 0), (34, 0), (32, 3), (19, 0.3), (42, 15), (34, 0), (19, 0), (42, 2), (41, 3), (45, 37), (28, 1), (19, 0), (45, 455), (34, 0.3), (20, 0.3), (29, 2), (41, 175), (43, 171), (18, 0.2), (19, 0.2), (42, 0.3), (18, 0.2), (40, 0.7), (21, 0), (19, 0.7), (36, 6), (33, 3), (32, 27), (17, 0), (41, 4), (40, 255), (38, 132), (36, 3), (28, 0.2), (32, 0), (20, 0)}, 2])