Kelly Criterion Calculator
Find the optimal stake size for any sports bet. Enter your edge, your bankroll, and the Kelly fraction you want to use — get the stake, expected growth rate, and a 100-bet bankroll trajectory.
What is the Kelly criterion?
The Kelly criterion is a sports betting bankroll formula that tells you what fraction of your bankroll to risk on a bet to maximize long-term growth. The formula is f* = (bp − q) / b where b is the net odds (decimal odds minus 1), p is your estimated true probability of winning, and q is the probability of losing. The result is the fraction of bankroll that — bet repeatedly under the same conditions — produces the highest geometric growth rate.
In practice, full Kelly is too volatile for most bettors. A losing streak can easily wipe 40-60% off your bankroll even when your edge estimate is correct, because the formula assumes your true probability is known with certainty. Most professionals use half Kelly or quarter Kelly — same long-term ranking of edges, dramatically smaller drawdowns. This calculator defaults to half Kelly for that reason.
The expected growth rate shown above isn't your average return on stake — it's the per-bet expected log-growth of your bankroll, which is what Kelly actually maximizes. A 0.3% growth rate compounds to about 26% over 100 bets if your edge holds. The 100-bet trajectory chart shows three illustrative paths (10th percentile, median, 90th percentile) so you can see what variance looks like at the stake size you've chosen — a small number, repeated.
Related reading
- Flat betting vs. Kelly criterion: which is right for you? — when to use each.
- Drawdown protection: surviving losing streaks the math way — why fractional Kelly matters.
- How to manage your bankroll like a pro — Kelly in the wider context.
Track Kelly stake automatically across all your bets
OddsLab applies fractional Kelly sizing to every pick in your dashboard, with drawdown protection that auto-reduces stakes when your bankroll dips. Plus CLV tracking, edge analysis, and odds comparison across 100+ bookmakers.
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