If you bet $100, your odds of winning are around 50% and if you lose, bet $200, and so on and so forth until you win, and then cash out with a guaranteed profit. Assuming odds of black are 47.37% as per American roulette, your odds of not winning a single one after 6 tries are 0.02125 (I think) and decrease exponentially after each subsequent try.
In: 93
How had no one said the answer yet? Have you people never been to a casino?
The reason you can’t martingale is because tables have maximum and minimum bets. Lets say it’s a $5 minimum table. The maximum would be $500.
So your martingale goes 5,10,20,40,80,160,320…. Then you can’t double it again.
7 in a row streaks are not as uncommon as you might think. Also in this case you’ve risked $645 to win $5. It’s really not a good play.
Also the people mentioning gamblers fallacy are incorrect here. Each spin is independent but the chance of consecutive occurrences is to be treated as one outcome with a probability 1/2^n
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