Crash game calculator

Enter a hypothetical stake, cash-out multiplier and game RTP. The calculator shows the payout if that target is reached, its approximate probability and the cost of a losing streak. These INR inputs are examples, not confirmed operator bet limits.

Explore a hypothetical round

Find each game's RTP in its profile in the full catalogue. Most crash games listed here have a published RTP between 96% and 98%.

Payout if the target is reached₹400 INRnet profit ₹200
Probability of reaching the target48.5%chance of losing the round: 51.5%
Average per round (expected value)-₹6 INRthe house edge does not depend on the multiplier
Risk of a losing streak5 in a row: 3.6% · 10 in a row: 0.1%10 consecutive losses cost ₹2,000 INR

How to read these figures

The model is simple: the probability of a crash round reaching multiplier x is approximately RTP divided by x. At the same stake, a 20x target pays ten times as much as a 2x target, but is roughly ten times less likely to be reached.

Expected value is negative because RTP is below 100%. No multiplier removes that edge. Choosing an earlier or later cash-out only changes how much the results fluctuate. Use these figures to understand potential losses; they cannot provide a winning formula.

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Calculator FAQ

How is the probability of reaching a multiplier calculated?

For a crash game with a known RTP, the approximate probability of reaching multiplier x is RTP divided by x. At 97% RTP, a round reaches 2x about 48.5% of the time and 10x about 9.7% of the time.

Why is the expected value negative?

RTP is below 100%. The difference is the house edge, which does not depend on your chosen multiplier. Cashing out earlier or later changes the variance, or how much results fluctuate, rather than the long-term average.

Does always choosing the same multiplier help?

A fixed multiplier can help you understand the risk you are taking, but it cannot beat the house edge. Lower targets mean smaller, more frequent payouts. Higher targets mean fewer, larger payouts. The long-term expected return is unchanged.

What is losing-streak risk and why does it matter?

It is the probability of losing several consecutive rounds. At a 5x target and 97% RTP, the chance of losing each round is 80.6%. The probability of losing all ten rounds in a given sequence is about 11.6%. Losses can accumulate faster than you expect.

18+. This educational calculator shows mathematical averages and cannot predict rounds. It is not a recommendation to gamble or a statement of legality in India. If gambling is causing harm, speak to a qualified mental health professional or local health service.