Enter the score margin, the minutes left and who has the ball; the calculator returns an in-game win probability from a transparent logistic formula.
By C. B. Zakarian · Published October 13, 2026
An NFL win probability calculator estimates the chance that a team wins from the current game state. This one takes three inputs (the score margin, the minutes left, and which team has the ball) and runs them through a logistic curve, so the same lead is worth more as the clock runs down. It is a simplified illustrative model with hand-set coefficients, not a model fitted to play-by-play data.
Related: Win probability and leverage · Chapter 25: Win probability models
Margin is from the team's point of view: +3 means leading by 3, −3 trailing by 3. The same model runs the win-probability card on the tools page.
The formula is a logistic curve:
WP = 1 / (1 + e−m / s)
The inputs are the score margin (−50 to 50), the minutes left in regulation (0–60) and possession. There is no field-position input.
A team leads by 3 with 5 minutes left and has the ball. The calculator returns 81.2%:
Give the ball to the opponent instead and m falls to 3 − 1.5 = 1.5, so the same lead is worth 61.9%. Possession alone moves this game by 19.3 percentage points.
The grid below shows how the clock changes a margin, for the team that has the ball:
| Margin (with the ball) | 30 min left | 15 min left | 5 min left | 2 min left |
|---|---|---|---|---|
| Down 7 | 32.7% | 26.1% | 14.4% | 6.8% |
| Down 3 | 45.1% | 43.0% | 38.1% | 32.9% |
| Tied | 54.9% | 57.0% | 61.9% | 67.1% |
| Up 3 | 64.4% | 70.1% | 81.2% | 89.5% |
| Up 7 | 75.4% | 83.3% | 94.0% | 98.3% |
Two patterns stand out. A tie is worth more to the team with the ball as time runs out (54.9% at halftime, 67.1% with 2 minutes left), because there is less time for the opponent to answer. And a 7-point deficit with 2 minutes left leaves 6.8% even with the ball.
Every value in this section is the output of the calculator above, run with these inputs.
Plain-English guides to the metrics, and the full code-first tutorial.
Explainers Tutorials