Footyntel.

Accuracy tracker

We hold our own model to account. Here's how often Footyntel's match predictions have been right this season — scored honestly against real results. No other free football model publishes its report card.

Correct pick
49.1%
Matches scored
636
Brier score
0.6

Most-likely-outcome accuracy 49.1% vs 43.7% for always backing the home win. Brier 0.6 beats the 0.667 of a no-skill model (lower is better).

By league

LeagueMatchesAccuracyBrier
Brasileirão Série A27150.2%0.6
Championship8344.6%0.6
La Liga5450%0.6
Eredivisie5356.6%0.6
Primeira Liga4156.1%0.5
Premier League3839.5%0.7
Serie A3652.8%0.6
Ligue 13438.2%0.7
Bundesliga2646.2%0.6

Calibration

When the model's most likely outcome is given an X% chance, how often does it actually happen? Close agreement = well-calibrated.

Model confidencePredictionsActual hit rate
30–40%8435.7%
40–50%25045.2%
50–60%14846.6%
60–70%8552.9%
70–80%4577.8%
80–90%2281.8%

How this works

For every completed match we rebuild the model from scratch using only the data available before that matchday — a walk-forward backtest, so there's no hindsight. We take the pre-match win / draw / win probabilities and compare them to what actually happened. Accuracy is how often the single most likely outcome occurred. The Brier score grades the full set of probabilities (0 = perfect, 0.667 = a no-skill model guessing 1/3 each). The sample grows automatically as new matches finish.

It's a statistical model, not betting advice. Football is high-variance — even a strong model is "wrong" often, which is exactly why we publish probabilities, not certainties.

FAQ

How accurate is the Footyntel model?

Across 636 backtested matches this season, the model's most-likely outcome was correct 49.1% of the time, versus 43.7% for always picking the home win. Its Brier score is 0.6 (lower is better; a no-skill 1/3-each model scores 0.667).

How is accuracy measured?

For every finished match we rebuild the model using only data available before that matchday (a walk-forward backtest with no hindsight), take its pre-match win/draw/win probabilities, and compare to the actual result. Accuracy counts how often the single most likely outcome happened; the Brier score grades the full probability calibration.