A particularly useful feature win at roulette online is to diversify bets on more 'online casino. Whereas the statistics of the online roulette can be modified with respect to the actual statistical probability many players not trusting precisely divide their casino played on more 'mess. That is to say that if, with our money management we set a potential payout of € 100 on a casino, this same bet can be made on 10 playing various casino as having potential payout € 10 for each online casino.

A system widely used by players of online roulette and not only that of the Fibonacci sequence. For those not familiar, the Fibonacci sequence is nothing more than a series of numbers in which, starting from one, each number is the result of the sum of the previous two. Here's an example of the Fibonacci sequence.

This roulette game system does is to decide on a play by pointing 1 (egg color red or black, odd or even, etc.). If the bet is a winner share it with another play by 1, if the bet is a loser you should always bet on the same play by pointing following the Fibonacci sequence (the second game it will be 2, the third 3, the fourth will not be 5 until winning).

The Fibonacci system is one of the most 'used by roulette players and the decision of how much you are willing to lose, you can set a specific number in the sequence after which we will have lost their winnings without any pre-set figure.

 In this play, the goal is to double its use steadily. For every game with a negative profit expectation (which at roulette the case) you get the best odds if you double his bet. This is not to single digits, special colors on. Either all on or all black to red or everything straight on the total numbers or all odd numbers. Then you need only still keep our fingers crossed. The probability that you will double your bet is around 47%. This is the most equitable distribution of profit and loss probabilities in the entire game. It is almost 50:50 so that you win. It is important that you play as few games. If you have played as ten hands, the initial 3%, the lack of a fair distribution of the probabilities are greatly increased.