What is the probability of reaching specific multipliers in crash?
The probability of reaching specific multipliers in crash games follows a mathematical formula: Probability Formula (with 1% house edge): P(reaching Nx) ≈ 99% / N. For example: P(reaching 2x) ≈ 99/2 = 49.5%. P(reaching 3x) ≈ 99/3 = 33%. P(reaching 5x) ≈ 99/5 = 19.8%. P(reaching 10x) ≈ 99/10 = 9.9%. P(reaching 50x) ≈ 99/50 = 1.98%. P(reaching 100x) ≈ 99/100 = 0.99%. P(reaching 1000x) ≈ 99/1000 = 0.099%. Expected Value (EV) per bet: At any cashout target, EV = Bet × (Probability × Multiplier - 1). With 1% house edge, EV is always -1% of your bet regardless of target. This means no cashout strategy changes the long-term expected loss. Streak probabilities: Probability of N consecutive losses at 2x target: (50.5%)^N. 5 losses in a row at 2x: ~3.3%. 10 losses in a row at 2x: ~0.11%. Key insight: Higher multiplier targets have higher variance but the same expected loss rate. Choose your target based on your risk tolerance, not expected profit.
