Bowl Game strategy: what the odds mean
Every play in the Bowl Game is a decision about yards, possession and time. You call plays for both teams. Neither side has a hidden strength advantage, and a successful play is a random outcome rather than a reward for tapping quickly. This guide explains the game’s model; it does not describe real college football odds.
A completion rate is not a conversion rate
A short pass completes on 60% of calls, but a completion can gain as few as three yards. On fourth and ten, completing the pass does not necessarily keep the drive alive. A deep completion gains at least fifteen yards, but deep passes complete much less often and carry greater sack and interception risks.
| Outcome | Short pass | Deep pass |
|---|---|---|
| Completion | 60% | 34% |
| Sack | 8% | 12% |
| Interception | 4% | 7% |
| Incomplete | 28% | 47% |
| Completed gain | 3–19 yards | 15–45 yards |
The rows are separate outcomes of one roll: the 60% short-pass figure already accounts for sacks and interceptions. You should not multiply it by another “avoid a sack” percentage. Runs first carry a 2.5% fumble risk; after avoiding that, 6% break for 10–24 yards and the rest gain between −2 and 8. Left and right use the same model.
What is a field-goal attempt worth?
The kicker’s success rate changes in distance bands. The explorer below uses the same function as the game. Expected points are three times the make rate: an average across many attempts, not points you receive for one kick.
| Distance | Make rate | Expected points |
|---|---|---|
| Up to 30 yards | 97% | 2.91 |
| 31–40 yards | 90% | 2.70 |
| 41–50 yards | 78% | 2.34 |
| 51–55 yards | 62% | 1.86 |
| 56–60 yards | 48% | 1.44 |
| 61–65 yards | 30% | 0.90 |
A 45-yard attempt averages 2.34 immediate points. That does not prove kicking is always better than going for a first down: a new set of downs can lead to a touchdown, while failure changes field position. Down by four near the end, three points may not solve the problem at all.
Extra point or two?
The kick succeeds 95% of the time for one point: 0.95 expected points. Going for two succeeds 45% of the time for two points: 0.90 expected points. The kick has the higher average, by 0.05 points per touchdown.
The scoreboard can outweigh that small difference. If you need exactly two points to tie at the end, a one-point kick leaves you behind even when it succeeds. The two-point attempt gives you a chance to get the result you need. Choose for the score and remaining time, not just the larger number.
Protect time as well as possession
An incomplete pass uses only 5–9 seconds in this simulation. A sack uses 24–35 seconds, and most completed passes use 27–39. Throwing gives you a chance to preserve the clock; it does not guarantee it. A sack can cost both the yards and the time you were trying to save.
On fourth down, check distance and field position before choosing. A punt gives up possession deliberately; a failed conversion gives it up where the play ends. Near your own goal line, that difference can put the other team within immediate scoring range. Near the opponent’s goal line, weigh the kick against how many points you actually need.
Rules & method
These figures come from the game’s simulation code, checked November 2, 2026. The calculator uses the actual kicking rules rather than a separate set of rates. Expected points here count only the kick itself; this is not a full win-probability or drive-value model.