In fact, the longest number of reds in a row was recorded in an American Casino in when 32 came up in a row. Now imagine that you were betting the Martingale that day! The odds of seeing that are 1 in 11 million, or thereabouts by the way. Another huge streak this time on black was seen by the players at the Casino in Monte Carlo who saw 26 blacks in a row on the table on 18 August The odds of this happening?
A mere 1 in , And they lost a lot of money. The important thing to understand and to get your head around, is that these are odds over multiple spins. The wheel has no memory from spin to spin. It is not a living thing. Martingale System Players are often susceptible to long runs as they double their bet after a loss. Start your first bet low if you employ this strategy to give yourself the most room for manouevre. They got busted. Play Immersive Roulette here. First some context, I'm not a mathematician, not even close as you will soon see I do grasp some things about it but in a need to know basis, so plain english answers are appreciated too.
But, I also understand that if you "say": I bet red will come out six times on a row, you do have a very low probability of that happening so:.
How is it that if you have seen the ball fall 5 times on a row on red, and you bet on red, you are NOT betting on 6 times on a row on red that does have lower probability. Sorry for the VERY plain English, feel free to modify or suggest a change to anything that may be misleading. Lots of people have trouble with this.
There's an analogy that I like. Suppose I'm afraid to take planes as it's possible that some crazy terrorist brings a bomb onto the plane. Now it's really improbable that there are two bombs on the plane that I'm going to take. So I'll bring a bomb myself which I of course won't detonate ; then it's virtually impossible that anything happens.
For questions like these the general principle for getting to grips with how your intuition is failing is "when in doubt, list out all the possibilities. The best explanation I have heard for this is: The roulette wheel has no memory.
When you spin the wheel it does not know that there have been 5 reds in a row and it is due for a black. Why is it so unlikely to get 6 reds in a row? Well, you have to cross your fingers and say "Hope the first one's red!
On the other hand, if five reds already came up, all you have to do is cross your fingers and say "Hope this one's red! In one case, you're hoping for "red red red red red red"; in the other, you don't care about the first five they're already done with ; you're just hoping to get "red" once.
To put it another way: would you rather go for six reds from scratch , or would you rather go for six reds after five have already come up red? Why wouldn't a series have an increasingly lower probability of extending than a single event has of happening once? Isn't saying that the wheel has no memory like saying the wheel hasn't had a haircut in x weeks?
A gambler isn't betting on the wheel, he's betting on the statistics. Past data would appear to be relevant due to the sampling. The trick is to be in the right place at the right time: at what point will the group or sampling attempt to correct itself to ensure an equal distribution of reds and blacks?
Because obviously it is inevitable. It is correct that the different spuns are independent from each other when playing the roulette - however it is not entirely correct that roulette has no memory.
If the wheel was spun a million times you would see red and black occur the same amount of times. If you have a case of five consecutive reds and these are all your observations the most rational choise would be to play black - HOWEVER - it is not the rationel choise because of the unlikely occurance of 6 reds in a row, but because you bet on the assumption that the roulette is out of its long term equilibrium.
Now if you see five consecutive reds after ten consecutive blacks, and these are all your observations, the most rational choice would be to play red - all we know is that on the long term they will occur the same amount of times! Sign up to join this community.
The best answers are voted up and rise to the top. Stack Overflow for Teams — Collaborate and share knowledge with a private group. Create a free Team What is Teams? Learn more. If you feel ready to take your chances, the roulette probability of winning might prove just enough to make a long term profit using one more of the outside bet types.
Unlike your typical split bet, outside bets have a high probability of success , a roulette odds calculator would indicate. Inside bets include betting on a single number, or on a small group of them. As we already mentioned, inside bets have significantly lower winnings odds than outside ones, but their payouts are much, much better.
If you like the look of these types of bets, why not check out the best online casinos for US players and try your luck! Inside bets might not have the best odds in roulette but you can slightly improve that at a single zero roulette table. Also called a straight-up bet, guessing a single number is one of the unpopular wager types you are going to see and have the chance to experience.
Here are the odds in roulette for those bet types. The variety of betting options is what makes roulette one of the greatest casino games. As you now learned, the payout odds thereof are something you can also vary by choosing from the many inside and outside bets. Whether it be a split bet, a corner bet or a double street, you can cherry pick the roulette wheel odds of winning that will be at work and thus the strategy you implement at the roulette table.
There are two types — fixed and a variable called bets , each with their different set of roulette table odds. Fixed call bets are nothing like a red or black bet. Depending on the numbers, the probability can vary between 8. The roulette wheel odds are the same at a live table, but you get more out of it because of the live-action. You can also enjoy these casino games anywhere you go on mobile thanks to the excellent optimisation of the best iPhone roulette casino.
Our guide covers pretty much all the statistical probabilities and the roulette table odds of all possible bets you can place on roulette — be it a single zero wheel or the American wheel double zero wheel. Make sure you remember them and pick what you think to be the best roulette bets when devising your strategies for winning. Keep in mind that whatever you are doing, the house edge even at the best safe online casino sites will always be against you.
No matter if you use a roulette payout calculator to compute the odds of winning. Strategies only seem to work, but always fail in the long run. Good luck! Last but not least, check out the following popular roulette wheel odds questions.
Roulette odds calculators are quite popular as well, but only seem to raise more questions. We tried to answer some of the frequently asked questions concerning roulette table odds and the best roulette bets so give a read to the following section. Consider playing at the top roulette casino operators in the UK as there are the best games of this variety and a welcome bonus awaits all new customers. It's, then, a matter of picking the games with the lowest house edge and diligently executing one of the known and tested roulette strategies, some of which we review and explain.
In general, the online roulette betting odds do not change if you play with a strategy. However, changing strategy mid-game is highly recommended as it improves your house edge not for the specific round, but over the entire roulette session. The so-called straight bet brings the biggest return out of all roulette bets. You pick a number on a whim or if you feel strongly about a particular number and let it ride.
This wager pays , which is massive compared to what's on the outside bets chart. The two most popular roulette odds strategies include the Martingale and the Double-O-Seven systems. The Double-O-Seven strategy was invented by the author of the James Bond movies and it requires you to spread your bet in a special way.
The fewer the winning outcomes, the lower the probability of winning something.
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