Title race
Champion probability from 10,000 Monte Carlo simulations of the remaining tournament. Updated every refresh.
#TeamWinFinalAdvanceFair
1
Spain
32.1%44.2%100%$3.112
Argentina
20.1%33.1%100%$4.983
England
13.4%24.5%100%$7.474
France
9.7%19.4%100%$10.355
Portugal
5.0%11.7%100%$20.046
Colombia
5.0%12.0%100%$20.167
Norway
2.1%6.7%100%$47.858
Mexico
1.7%5.9%100%$57.479
Belgium
1.6%5.5%100%$63.2910
Ecuador
1.3%4.1%100%$80.0011
Croatia
1.2%4.2%100%$80.6512
Brazil
1.2%4.4%100%$83.3313
Switzerland
1.2%3.9%100%$85.4714
Morocco
1.0%3.5%100%$104.1715
Netherlands
0.8%3.4%100%$120.4816
Germany
0.8%2.9%100%$133.3317
Japan
0.5%2.2%100%$200.0018
Senegal
0.4%2.0%100%$232.5619
Austria
0.4%1.8%100%$270.2720
Paraguay
0.1%0.8%100%$769.2321
United States
0.1%0.7%100%$769.2322
Algeria
0.1%0.6%100%$909.0923
Canada
0.1%0.7%100%$1111.1124
Australia
0.1%0.6%100%$1666.6725
Egypt
0.1%0.3%100%$2000.0026
Ivory Coast
0.0%0.3%100%$2500.0027
Sweden
0.0%0.3%100%$2500.0028
Congo DR
0.0%0.4%100%$5000.0029
Czechia
0.0%0.0%0%—30
South Korea
0.0%0.0%0%—31
South Africa
0.0%0.0%100%—32
Bosnia-Herzegovina
0.0%0.1%100%—33
Qatar
0.0%0.0%0%—34
Scotland
0.0%0.0%0%—35
Haiti
0.0%0.0%0%—36
Türkiye
0.0%0.0%0%—37
Curaçao
0.0%0.0%0%—38
Tunisia
0.0%0.0%0%—39
Iran
0.0%0.0%0%—40
New Zealand
0.0%0.0%0%—41
Uruguay
0.0%0.0%0%—42
Saudi Arabia
0.0%0.0%0%—43
Cape Verde
0.0%0.0%100%—44
Iraq
0.0%0.0%0%—45
Jordan
0.0%0.0%0%—46
Uzbekistan
0.0%0.0%0%—47
Panama
0.0%0.0%0%—48
Ghana
0.0%0.0%100%—How it works.Team strength is an Elo rating, seeded pre-tournament and replayed through every result so far. Each match's goals are modelled with a Dixon-Coles distribution, and the remaining group games plus a randomised knockout draw are simulated 10,000 times. Win = lift the trophy, Final = reach the final, Advance = reach the knockouts.