Limbo calculator
Target multiplier and hit probability
How it works
In the ideal multiplier model the target succeeds with probability (1−edge)/target. Increasing the target changes variance and hit frequency but preserves expected loss per unit staked.
A 100× target at 1% edge hits with probability 0.99%. A win on a stake of 1 produces net profit 99.
Independent rounds, constant stake and target. Ideal continuous model; operator caps, rounding and provably-fair implementation may alter boundary probabilities.
Related calculators
How the Limbo calculator works
In the ideal multiplier model the target succeeds with probability (1−edge)/target. Increasing the target changes variance and hit frequency but preserves expected loss per unit staked.
Limbo calculator
A 100× target at 1% edge hits with probability 0.99%. A win on a stake of 1 produces net profit 99.
Independent rounds, constant stake and target. Ideal continuous model; operator caps, rounding and provably-fair implementation may alter boundary probabilities.
FAQ
Limbo calculatorexpand_more
P(hit) = (1−edge)/target; P(at least one in n) = 1−(1−P)ⁿ. Independent rounds, constant stake and target. Ideal continuous model; operator caps, rounding and provably-fair implementation may alter boundary probabilities.