How to use this betting tool
- Enter decimal odds.
- Estimate how often the bet half-wins, pushes and half-loses.
- Calculate the remaining full-win probability required for zero expected profit.
- Review the implied full-loss share.
Estimate a break-even full-win rate for handicap markets with partial settlements. Known half-win, push and half-loss probabilities are included instead of treating every non-win as a full loss.
The equation solves for the unknown full-win probability while the entered partial-settlement probabilities remain fixed.
The entered outcome probabilities must be mutually exclusive. This does not infer them from a handicap line or predict a match.
At odds 1.95 with 5% half wins, 8% pushes and 5% half losses, the full-win rate needed is solved alongside the remaining full-loss rate.
| Full win | Profit = odds − 1 |
|---|---|
| Half win | Half of full profit |
| Push | Zero profit |
| Half loss | −0.5 stake |
| Full loss | −1 stake |
A half win earns half the normal profit, reducing the full-win rate required compared with treating it as a push.
Half the stake loses and half pushes, so net profit is minus 0.5 stake.
No. A push has zero net profit and the stake is returned.
Yes, if your estimated probabilities correctly describe full win, half win, push, half loss and full loss outcomes.
The fixed half-win, push and half-loss shares can leave too little probability for the required mix of full wins and losses.
| Full win | odds − 1 |
|---|---|
| Half win | (odds − 1) ÷ 2 |
| Push | 0 |
| Half loss | −0.5 |
| Full loss | −1 |