Floyd Grooms

Betting Between Sevens Floyd Grooms

BETTING BETWEEN SEVENS is a brand new concept of betting at CRAPS aka.. GALLOPING DOMINOES. It was designed for the purpose of making you a winner instead of a loser. It sets forth the bets that you should make and eliminates bets that you should not make. It gives the bettor the reasons for not making bets when the percentages are not in the bettors favor and also percentages are given for the bets that according to the law of averages should be winning bets. To be a winner you must have more winning bets than you have losing bets so it is only logical that you bet when the percentages are in your favor and this book tells you how. It is the only gambling game that lets you invest so little and consistently win so much. FROM THE PUBLISHERCHAR(13) + CHAR(10) CHAR(13) + CHAR(10) This is the first book for Author Floyd M Grooms and I must say he did a masterful job. He started at the beginning of an ongoing Crap game and explained all the details in such a manner that even a beginner could follow the game. After that he delved into the various ways that you could win and explained the hazards that you would have to overcome in order to walk away from the table a winner. Mathematically he showed you the method that could be adapted to any crap table and would result in 3 to 1 odds in your favor. The 6 and 8 can be made 5 ways each and the 5 and 9 can be made 4 ways each for a total of 18 ways versus the 7 (the only way you can lose after the point is established) can be made 6 ways making it 18 ways to win and 6 ways to lose and when reduced down it is 3 to 1. (That's a better percentage than any other game in the casino). He also showed you the percentages varying between 66 2/3 percent and 83 percent in your favor depending on the number of rolls Between the Sevens. The first roll of course is to establish a point. The second roll gives you an 80 percent chance of not losing to a 7. The third roll gives you a 75 percent chance of not losing to a 7 and the fourth roll