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Online Gambling Guide by Jerry Whittaker…
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Roulette Gambling System

 

 

by Jerry "Jet" Whittaker

Feb 12, 2007

 

 

Roulette gambling system:

 

Roulette gambling is one of the easiest games to play and identify with in the casino. As common the easier a game is to know the greater the house edge and roulette is no exception. If someone is looking for an easy to understand and slow paced table game, and are willing to give up on the house edge then one may like roulette. If the person want something more stimulating or with a decent return then better look for other games. The dissimilarity between roulette and all other table games is that roulette chips have no value printed on them. This actually is the true definition of a chip.  One that indicates its value is technically called a check. The roulette table comes with six to eight sets of different coloured chips, each set consisting of 300 chips. When a player buys in they get their own colour and the value would be the buy in divided by the number of chips received. The broker will place a token on top of the broker's stack of that colour of chips to indicate the value.

 

Wheel tracking and betting system:

 

Some people claim that roulette wheels are unfair with a heavy side and a light side. Gravity causes the numbers in the heavy side to strike more often. This can be true when the quality of the equipment was poor. However modern roulette wheels are much better and very strictly tested. Only in a casino using a very old wheel may be able to find a partial one by testing many thousands of spins. The oldest and most common betting system is the martingale or doubling-up system, in which bets are doubled gradually.

 

Number placement:

 

To the careless observer it would appear that the numbers on the wheel are not planned and seem to be scattered randomly. The only obvious patterns are that red and black numbers alternate and those usually two odd numbers alternate with two even numbers. However the division of numbers was carefully arranged so that the sum of the numbers for any given section of the wheel would be approximately equal to any other section of equal size.

 

 

 

 

 

 

 

 

 

 

 


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