Calculator
Kelly Calculator.
Enter your model's probability, the decimal odds offered, and your bankroll. See full Kelly + 0.5× + 0.25× side-by-side with a hard max-per-bet cap.
Inputs
Your estimated probability of the bet winning. 0.55 = 55%.
Cloudbet/Pinnacle-style decimal odds. 2.00 = even money.
Even if Kelly says size huge, this is the absolute ceiling. Default 2%.
Kelly recommendation
Edge
0%
(p × o) − 1
Full Kelly
0%
≈ $0 stake
0.5× Kelly
0%
≈ $0 stake
0.25× Kelly (recommended)
0%
≈ $0 stake (after cap)
Hard cap clamps every recommendation at $200 (2% of bankroll).
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Frequently asked questions
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What is the Kelly criterion?
Kelly is a formula for sizing bets to maximize long-run bankroll growth. The full-Kelly formula is f* = (p × o − 1) / (o − 1), where p is your model probability and o is the decimal odds. See the glossary entry for the full math.
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Why use fractional Kelly instead of full Kelly?
Full Kelly has brutal variance — 50%+ drawdowns are common even on a real edge. Fractional Kelly (typically 0.25× or 0.5×) trades some long-run growth for survivable variance. Most professional bankrolls run between 0.25× and 0.5×.
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What if my model probability is wrong?
That's the main risk. A 5%-overestimated edge translates to oversizing relative to the actual Kelly fraction. Hard caps (the max-per-bet input here) are your second line of defense — even if Kelly says size huge, the cap clips you.
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Does Glitch Edge enforce Kelly fractions automatically?
Yes — every strategy on the platform uses configurable fractional Kelly with a hard cap, refuses to size above 1× regardless of operator config, and halts on drawdown breach. See Glitch Edge if you want this enforced in code, not just calculated.