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Martingale calculator
Martingale doubles the bet after every loss so that the next win recovers everything plus one base bet. Enter your base bet and bankroll to see exactly how long a losing streak you can survive, how likely that streak is, and what 1,000 simulated sessions look like.
Martingale Calculator
Free toolBet sequence until the bankroll runs out
| Loss # | Bet | Total risked | Win profit | Chance |
|---|
1,000 simulated sessions (–)
Simulations use play money and your browser's crypto.getRandomValues. Casino table limits and max-bet rules make real Martingale runs end sooner than shown.
Play it for real
Dice games with a 1% edge and rakeback
How the Martingale strategy works
Start with a base bet on a roughly 50/50 outcome paying 2×. After a loss, double the bet. After a win, go back to the base bet. Every completed sequence ends with a profit of one base bet, because the winning bet of base × 2^k returns more than the sum of the k losing bets before it (base × (2^k − 1)).
The catch is the size of the bets. With a $1 base, ten losses in a row means the eleventh bet is $1,024 and you have already lost $1,023. Your bankroll sets a hard limit on the streak you can absorb.
Losses survivable and bust probability
If you can afford A bets in a row, the chance a single sequence busts is q^A, where q is the loss probability. A $1,000 bankroll at $1 base covers 1 + 2 + 4 + … + 256 = $511, but not the next $512 bet, so it survives 8 losses and busts on 9. At 49.5% win chance, q = 0.505 and q^9 ≈ 0.21% per sequence.
That looks small, but sequences are short and you play many of them. The calculator computes the chance of busting within N bets with a Markov model that tracks both your current losing streak and your growing balance, since every completed sequence adds a base bet and can extend the streak you can afford by one step. For 1,000 bets at these settings it is a little over 40%, and the 1,000-session simulation lands in the same place.
Why Martingale cannot beat the house edge
Each bet still has the same expected value: −1% of the stake at a 1% edge. Martingale only changes the shape of the outcome distribution. Most sessions end slightly up, and a few end with a large loss that wipes out many sessions of gains. The average across all sessions equals total amount wagered × edge, and because Martingale wagers much more per session than flat betting, the expected loss is usually larger, not smaller.
The histogram shows this. Green bars cluster just above zero; red bars sit far to the left. The observed RTP stays close to the game's theoretical 99%.
- Raising the payout (for example 3× with a 1.5× bet increase) lowers bet growth but also the win chance per bet.
- A table or max-bet limit caps the sequence the same way a smaller bankroll does.
- Reverse Martingale (doubling after wins) has the same expected value with the opposite shape.
FAQ
Martingale Calculator questions
Does the Martingale strategy work?
It wins small amounts most of the time and loses large amounts occasionally. Over many sessions the result matches the house edge on total amount wagered, so it does not produce a long-run profit.
How many losses in a row can I survive with Martingale?
Add up base × (1 + 2 + 4 + …) until the total exceeds your bankroll. With a $1 base and $1,000 you can place 9 bets and survive 8 straight losses; the 9th loss ends the run.
What are the odds of 10 losses in a row at 49.5%?
0.505^10 ≈ 0.11%, about 1 in 925 sequences. Over thousands of bets a streak that long becomes likely.
What is the best Martingale strategy for crypto dice?
No variant has positive expected value. Using a small base bet relative to bankroll lowers bust frequency but also lowers the profit per sequence, and rakeback is the only thing that reduces the actual cost.
Is Martingale allowed at crypto casinos?
Yes. Casinos allow it because it cannot overcome the house edge, and many dice games include auto-bet settings to increase the bet on loss.
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