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It's the third of these that is the real problem. Since each bet in roulette has a negative expected value, no matter what you do, you expect to end up with a negative amount of money after any finite number of bets. You can only win if there is no upper limit to the amount of bets you can ever make.
But, the player is up within 35 games if he wins a single game, thus the probability of being up in 35 games is $1 - \left(\frac{37}{38}\right)^{35} = 0.607$. And even in 26 games, the probability of being up is still slightly greater than half. This is perhaps surprising as it seems to suggest you can win at roulette if you play often enough. Roulette Stats ― Roulette Probability/Statistics You bet on the final resting roulette of the ball by selecting a number, range of numbers or stats colour. When betting on colours, if you pick correctly, you double your pepper roulette. Head First Statistics by Dawn Griffiths. A few statistics ago, I received quite a few spam e-mails with the following tip on how to win at roulette.
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