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Roulette statistics calculator

Roulettebook is an App roulette system calculator using statistics and timeline history. Helping to guess the straight up number and to win. Roulette neighbors bet, probability to win, probability vs expectation, analysis, statistics. Cross Validated is a question and answer site for people interested in statistics, machine learning, data analysis, Algorithm for winning a casino roulette.

Roulette Calculator

After all, how could it make a difference? I know you won't be moving back to your old casino if you've got one after you've had your first real money spin. Now, what if I told you that over the last 10 spins, the result had been black each time. I'm sorry, i"ll edit my answer to include the mathematic equations I used. Each and every result is independent of the last, so don't expect the results of future spins to be affected by the results you've seen over previous spins. 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. Join them; it only takes a minute:

  Interesting Fact 

 

  •   There are three types of game: European; American (another order of numbers on the track, the presence of the number "00"); French (one zero, the rule of En Prison).
  •  The online roulette, which is offered by online casinos, is very popular among players. The result of each spin in it is determined by a random number generator whose work can not be calculated.
  •  Roulette is called "Devil's game". The reason for this is not only that any casino game is risky, but that if you sum all the numbers on the roulette wheel in the amount you will get 666.
  •  In real casinos the weight of the roulette wheel is 60 kg.

  Interesting Fact about casino

 

  •   Croupier's clothes are given out by the casino. There are no pockets there, so you can not hide or steal chips.
  •  The center of the casino is Las Vegas. Every year 40 million gambling people from all over the world come here.

Roulette Probability/Statistics

Please try to supply a rigorous proof why it is wrong, and try to explain why my python code always return with a positive outcomes. You have discovered the Martingale. It is a perfectly reasonable betting strategy, which was played by Casanova and also by Charles Wells , but unfortunately it doesn't win in the long run.

Essentially the strategy is no different from the following idea:. Each time you lose, bet more than your total losses up to now. Since you know that you'll eventually win, you will always end up on top. Your plan of only betting after getting three the same in a row is a red herring, because spins are independent.

It makes no difference if there have already been three in a row. After all, how could it make a difference? If it did, this would imply that the roulette wheel magically possessed some kind of memory, which it doesn't. There are various explanations for why the strategy doesn't work, among which are: 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 this doesn't change the fact that you have discovered a nice winning strategy; it's just that your strategy can't win on average in any finite amount of bets.

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Of course you do. I've been playing roulette at Bet for years, and I have no intentions of moving. Everyone that has asked me about where's best to play roulette online agrees with me, so that says something in itself.

So if you're smart enough to care about the best place to play fair and reliable online roulette , check out the games Bet I know you won't be moving back to your old casino if you've got one after you've had your first real money spin. Here are a bunch of charts and tables for different probabilities in European roulette that might be useful to know. There's also some handy but not necessarily easy information at the bottom about working out roulette probabilities, plus a little bit on the gambler's fallacy.

The following probabilities are for European roulette. Check out the American probabilities page if you're playing on a wheel with the double-zero. How unlikely is it to see the same colour 2 or more times in a row? What's the probability of the results of 5 spins of the roulette wheel being red? The following chart highlights the probabilities of the same colour appearing over a certain number of spins of the roulette wheel.

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The probability of the same colour showing up 4 times in a row is 5. As the graph shows, the probability of seeing the same colour on consecutive spins of the roulette wheel more than halves well, the ratio probability doubles from one spin to the next. There are a number of ways to display probabilities. On the roulette charts above I have used; ratio odds, percentage odds and sometimes fractional odds. But what do they mean? As you can see, fractional odds and ratio odds are pretty similar.

The main difference is that fractional odds uses the total number of spins, whereas the ratio just splits it up in to two parts. The majority of people are most comfortable using percentage odds, as they're the most widely understood. Feel free to use whatever makes the most sense to you though of course.

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