Hungarian Grand Prix

BacktestGraded

Race Winner Prediction

4.381 km lap length14 cornersHigh overtaking difficulty

Race date July 26, 2026 · generated Sep 8, 2026, 2:11 PM UTC · rain scenario weighted at 0%

Predicted vs. Actual

Predicted winner

ANT (33.2%)

Actual winner

NOR (missed)

Podium hits

1 / 3

Brier score (win)

0.0476

The model gave the actual winner (NOR) a 7% chance beforehand. This was a blind backtest — generated using only data available before the race, never this race's own results. See the track record page for the model's accuracy across every graded race.

Our model: 0.0476 · Grid-based baseline (always pick the polesitter): 0.0000 (baseline beats the model this time — lower is better)

Where the podium call missed

  • HAM (predicted podium) finished P5 instead.
  • RUS (predicted podium) finished P7 instead.
  • NOR finished P1 — the model projected around P6.
  • VER finished P2 — the model projected around P7.

Predicted vs. actual finishing position, every driver

Green, right — finished better than the model expected (underrated). Red, left — finished worse (overrated). Sorted by size of the miss.

Win Probability — Top 10

Error bars show ± 1 standard deviation of win probability across batches of the Monte Carlo simulation — how much this estimate would wobble on a re-run, not a formal confidence interval.

Full Prediction Table

Click a row to see what drove that driver's score.

PosDriverTeamWin %Podium %Points %Exp. PosActual
1▸ANTMercedes33.2%66.6%97.7%3.223
2▸HAMFerrari19%50.6%94.8%4.295
3▸RUSMercedes12.6%39.1%91%5.27
4▸LECFerrari11.9%37.5%90.7%5.34
5▸NORMcLaren7%27.1%84.8%6.361
6▸PIAMcLaren5.6%22.5%81.5%6.8820
7▸VERRed Bull4.3%18.6%77.4%7.452
8▸HADRed Bull2.4%11.9%67.6%8.676
9▸LAWRB F1 Team1.6%8.5%60.5%9.498
10▸GASAlpine F1 Team0.9%5.9%51.8%10.4412
11▸LINRB F1 Team0.7%4.2%44.9%11.1810
12▸COLAlpine F1 Team0.3%2.6%36%12.2115
13▸BEAHaas F1 Team0.2%1.7%29%13.0919
14▸BORAudi0.2%1.4%26.5%13.4311
15▸SAIWilliams0.1%0.8%20%14.3718
16▸ALBWilliams0.1%0.5%14.5%15.2817
17▸HULAudi0%0%3.1%18.379
18▸OCOHaas F1 Team0%0.3%10.6%16.0716
19▸BOTCadillac F1 Team0%0%3.1%18.3822
20▸ALOAston Martin0%0.2%8.2%16.6514
21▸STRAston Martin0%0%3.1%18.3613
22▸PERCadillac F1 Team0%0%3.2%18.321

Methodology

Each driver's simulated race pace is sampled from a distribution weighted by qualifying pace percentile, top-speed ranking, season championship standings, historical finishing position at this circuit, tire degradation, and pit-stop delta. The simulation runs 100,000 times, with 0% of runs treated as a wet-race scenario (estimated from this circuit's own rainfall history).

This circuit's weighting — Hungarian Grand Prix: overtaking difficulty High, downforce dependency High, tire severity Medium. Higher overtaking difficulty shifts weight toward grid position; lower downforce dependency shifts weight toward straight-line top speed; higher tire severity shifts weight toward tire-degradation management. See circuit_profiles.py for every circuit's numbers and how they translate into weights.