Системы игры в рулетку

The outside dozen and column bets cover 12 numbers to win, simple transversale bets cover 6 numbers, corner bets control 4 numbers, streets 3 numbers and splits 2 numbers. There is simply no betting field or space provided on the layout to play nine numbers. Even it would be logical to cover nine numbers with the appropriate pay-off, since there are 36 numbers that can be divided by four. I have never really understood why the casinos do not allow you to play nine numbers with one bet, unless they know something about the unpredictable behaviour of the wheels and their relationship to the circumference that they don't want the public to know. This lack of an opportunity to make a simple bet and cover nine numbers has bothered me for quite some time. Because I have found out that there is a definite trend of patterns, and quite frequently winning numbers bunch up within nine numbers. So I divided the layout in my playing method hypothetically into four fields, each field consisting of nine numbers: Field ¹ 1: 1 2 3 4 5 6 7 8 9 Field ¹ 2: 10 11 12 13 14 15 16 17 18 Field ¹ 3: 19 20 21 22 23 24 25 26 27 Field ¹ 4: 28 29 30 31 32 33 34 35 36 On the Roulette layout the division now looks like this: 3 6 9 | 12 15 18 | 21 24 27 | 30 33 36 2 5 8 | 11 14 17 | 20 23 26 | 29 32 35 1 4 7 | 10 13 16 | 19 22 25 | 28 31 34 I can play now nine numbers with three bets, when they are called for in a progression, as it is prescribed.

The goal, if you win the first bet, is to win the starting bet six times over in a maximum of five spins - or at least lose nothing. Supposing you win the first 5 unit bet; if you then have two straight losses, you get even with the bank. In all other cases your net win will be 3 or 30 units (still supposing you won the first bet). This is achieved by a delicately calculated series of bets where the first winning is your "entrance" to the system. The net win is now 10 units and this is going to last for two bets; the first one being 4 units and the next 6 units - no matter if you win or lose. If both bets are lost you gained nothing but your bankroll is as before. If the first bet is won and the second lost, you won 8 units so you have 12.

The bets are made on Double Streets which means that you can expect to hit on average slightly less than once every six spins but you have an effective advantage of 42 numbers over 37/38 as far as money management is concerned. Profits occur as you go up and down the betting table. As everyone knows not all the double Streets will come out in just 6 spins - one of them always comes out before all six hit. Begin by recording the Double Streets as they come - what you are looking for is a repeat: Numbers 1 - 6 = Double Street #1, 7 - 12 = #2 and so on. . . .

The idea is to stake two chips on each spin of the wheel as follows: Place one chip on the same color as the previous winning number. Place one chip on the opposite to the last winning number in terms of odd or even. For example, if the last winning number was BLACK 17 you would place one chip on BLACK and one chip on EVEN. This system does particularly well when a long streak of consecutive colors appears, and if the ODDS / EVENS is choppy at the same time, profits can be considerable. . . .

Your Bankroll is 100 units to start the game. The disposition is triple the scheme being 5 - 10 - 20 units; we're talking about a progressive game. The betting is as follows: The last coming 6-line is the only free square ( except zero ). Let's assume that number 30 has dropped out. The game begins with the first bet in 5 units, which place in following order: 3 units on small, 1 unit on 6-line 19-24 and 1 unit on 6-line 31-36. Let's assume the next dropped out number is 13, we have won 6 units, thus, the condition of our game: +1. Further we put 5 units again: 3 - large, 2 - first dozen.

In 1000 games, you should expect that Red and Black appear with the same frequency, that is 500 times each. This goes also for other even money bets like Even / Odd and so on. However, things are a little different in real life. In fact, it is rather improbable that Red appears exactly 500 times in 1000 games. It will appear more or less often than 500 times, and this deviation is called Ecart. This Ecart can amount to more than 10 % ( 563 times Red/ 437 times Black ). This deviation from the ideal odds is called tension.