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Limbo

Set your target multiplier. A random number is rolled. If it’s above your target, you win that multiplier × your bet. 1% house edge — one of the lowest in any casino.

2.00×your target — set it then roll
Math · how Limbo’s house edge works
DistributionP(rolled ≥ x) = 0.99/x for x ≥ 1.01
Pick 2× target49.5% win chance · pays 2× = expected return 99%
Pick 10× target9.9% win chance · pays 10× = expected return 99%
Pick 100× target0.99% win chance · pays 100× = expected return 99%
The expected return is constant 99% regardless of your target. The house edge is fixed at 1% — same as best-case blackjack with no skill required.
For entertainment only. No real money. The virtual chips on this page have no cash value and cannot be redeemed, traded, exchanged, or converted. We do not accept deposits, hold funds, or process withdrawals. 21+. If gambling is a problem for you, call 1-800-GAMBLER or visit ncpgambling.org.

About Limbo

RTP99%
House edge1%

Overview

Limbo is a recent online-casino invention: pick a target multiplier (say, 5.0x). The game generates a random multiplier. If your target is below the generated value, you win at your target's multiplier; if above, you lose. Mathematically nearly identical to crash, with a clean 1% house edge in most implementations.

How to play

Choose a target multiplier between 1.01x and a maximum (often 1,000,000x). The site generates a random multiplier from a distribution calibrated so that betting "above" a chosen target X has probability 0.99 / X. Win the chosen multiplier on success; lose your bet on failure.

Optimal strategy

Like crash, every target has identical EV (-1%) — the only choice is variance. Higher targets mean rarer wins and bigger payouts. There is no "right" multiplier; it's a personal preference between frequent small wins and rare big hits. Provably-fair implementations let you verify the random value was generated before you placed your bet via hash commitments.

The math behind the house edge

For target X and house edge h, P(win) = (1 − h) / X. EV = X × P(win) − 1 = (1 − h) − 1 = −h. With h = 0.01, expected loss is 1% per bet regardless of target. Variance scales as approximately X — a 100x target has 100× the variance of a 2x target.

Origin & history

Limbo emerged in 2019 on Stake.com and similar crypto-first casinos. It is essentially crash without the visualization — purely a number-out-of-distribution bet.

Payout table

BetPayoutNotes
Target 2x2:149.5% hit
Target 10x10:19.9% hit
Target 100x100:10.99% hit
Target 1000x1000:10.099% hit

Bankroll & session tips

  • Set a session loss limit before you start playing — typically 2-5% of your monthly entertainment budget. Walk away when you hit it.
  • Flat-bet 1-2% of your roll per round. Progressive betting systems (Martingale, Fibonacci) do not change the house edge and accelerate ruin.
  • Track your sessions. Short sessions can swing wildly even at optimal play; long-run results converge close to the published RTP.
  • Take breaks. Tilt — emotional play after losses — bleeds bankroll faster than bad strategy.
  • Variance is real. A 1% house edge does not mean you'll lose 1% every session — it means that's the long-run average. Individual sessions vary wildly.