
Determine the optimal percentage of your bankroll to wager based on your edge and odds to maximize long-term growth while minimizing ruin risk.
| Implied Probability | -- |
| True Probability | -- |
| Full Kelly (100%) | -- |
| Expected Value (EV) | -- |
| Growth per Bet | -- |
| Exp. Bankroll (after N) | -- |
The Kelly Criterion is a mathematical formula developed by John Kelly Jr. at Bell Labs in 1956. It determines the optimal amount to bet on a wager with a known edge to maximize long-term wealth.
Unlike flat betting (wagering the same amount every time) or gut-feel betting, Kelly sizes your position proportionally to your advantage. It is widely used by professional investors, poker players, and sports bettors to balance aggressive growth with bankroll preservation.
| Scenario | Cowboys Moneyline at -110 |
| Implied Probability | 52.38% (Break-even point) |
| Your Estimate | 55% (You have an edge) |
| Your Edge | 2.62% |
| Recommendation (Half Kelly) | Bet 2.75% of Bankroll ($27.50 on $1k) |
Most pros recommend 0.25 (Quarter Kelly) to 0.5 (Half Kelly). This captures most of the growth while drastically reducing the risk of ruin.
No. It optimizes stake size for your estimated edge. If your estimate is wrong, you will lose money efficiently.
Yes, but calculate the combined true probability first. Since parlays have high variance, use Quarter Kelly.
If your edge is zero or negative (implied probability > true probability), the optimal bet is always zero.
Max growth, high volatility. ~13% risk of ruin. Only for experts with huge datasets.
Industry standard. 75% of max growth with much lower risk (1.8% ruin).
Safety first. Smooth growth curve. Negligible risk of ruin (~0.03%).
Gambling involves risk. Only bet money you can afford to lose. This tool does not guarantee profits.
