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FIFA World Cup 2026

England vs Argentina Prediction

Win, draw and loss odds, a predicted scoreline and expected goals for England vs Argentina at the 2026 World Cup — from Footsy's free Elo model. Semi-finals, Atlanta, Georgia.

EnglandvsArgentina

· Atlanta, Georgia

ENG winDrawARG win
27%
28%
45%
ENG 27% (2136)Draw 28%ARG 45% (2200)
ConsensusElo + market · 58% market
33%
30%
37%

Expected goals 1.21.4 · Most likely 1-1 (12%) · Advances: ENG 38% / ARG 62%

Over 2.5 goals 48% · Both teams score 52%

Market viewENG 37% · Draw 32% · ARG 30%Polymarket

England vs Argentina: the prediction

Our Elo model makes Argentina the favourite to progress, with a 45% chance to win in 90 minutes against England. The full split is England 27%, draw 28%, Argentina 45% — based on ratings of 2136 and 2200.

Expected goals favour the Argentina side (1.21.4), and the most likely scoreline is 1-1 (12%). There is a 48% chance of over 2.5 goals and 52% that both teams score. The Polymarket view prices it 37% / 32% / 30% — shown as an independent reference, not a betting service.

🏴󠁧󠁢󠁥󠁮󠁧󠁿 England squad🇦🇷 Argentina squad

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Predicted scorelines and win odds for every 2026 World Cup fixture, updated after each result.

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Frequently asked questions

Who will win England vs Argentina?
Our Elo model makes Argentina the favourite, with a 45% chance to win in 90 minutes (England 27%, draw 28%, Argentina 45%). To advance, it has England 38% and Argentina 62%. It is a statistical estimate for entertainment, not a betting tip.
What is the predicted score for England vs Argentina?
The single most likely scoreline is England 1-1 Argentina (12%), from a Poisson model built on expected goals of 1.2 and 1.4. There is a 48% chance of over 2.5 goals and 52% that both teams score.
How is this World Cup prediction calculated?
Each nation carries a World Football Elo rating that re-rates after every completed match. A fixture’s win expectancy follows the standard Elo formula over the rating gap (plus a host-nation bonus), a draw share is carved out for evenly matched sides, and expected goals feed a Poisson model for the scoreline. Where a Polymarket market exists we show its implied odds as an independent reference.

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