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For anyone who knows anything about Wong, that is heady stuff. Initially skeptical, Wong is now a true believer.
#No 7s dice club series#
So, what's with the e-mail? Through a series of coincidences, Wong claims to have stumbled across gambling's equivalent of Sasquatch: craps players who have actually devised ways to beat the game. Such a prospect would repulse him and might very well leave him feeling physically ill. Gambling at a casino game that he cannot possibly beat is anathema to Wong. Among card counters, there is a term called Wonging, which is the act of wandering from blackjack table to blackjack table, counting cards and looking for a high count, and jumping in to start betting. His name is even part of the advantage player's lexicon. He's had success at card counting and sports betting, he's written numerous books on both subjects, and he is known for being completely levelheaded and on the square. The pseudonymous Wong (he's not Chinese, but he did go to Stanford) is one of the most respected guys in gambling. What made this e-mail interesting was its source: Stanford Wong. You'll lose way less if you devote your time to playing basic-strategy blackjack. Dissect the odds and you will see they are hopelessly tilted against you. It's a pit game, run by the casinos, designed to provide excitement for gamblers just as surely as it is devised to take away their money. We all know that, long-term, nobody beats craps unless he's cheating. If you understand anything about craps, your reaction to a suggestion like this should be something along the lines of yeah, right. You are more likely to win than to lose when I am shooting.
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It took many (many, many) hours of practice to perfect, but he was able to consistently win at the craps table.Just prior to departing for Las Vegas, I receive the following e-mail: Bring some money for betting at craps! I'll let you bet with my money if you don't want to risk your own, but if you use my money then everything you win or lose belongs to me. This was done by understanding how dice travel thorough the air and controlling each part of the throw. If this is done by a skilled operator, it is very difficult to see.ĭominic LoRiggio, the “Dice Dominator”, was able to throw dice in what appeared a normal way but so that they would land on certain numbers. If two dice are used, one can be used to trap the other and stop it bouncing. This can involve effectively sliding or dropping the die so the desired number appears.
#No 7s dice club how to#
One other way to cheat doesn’t require an unfair die at all but involves learning how to throw in a very controlled way. If you know that seven is less likely to appear than it would with fair dice then, over the long run, it would be a cheat’s advantage. One way of gauging the probabilities is to toss the dice a number of times (possibly thousands) and work out what numbers appear and how often. With tops and bottoms it is easy to know the probabilities of various totals appearing. This may only give a small advantage, but it could be enough to tip the game in the cheat’s favour. Another way of loading a die would be to slightly change its shape, so that it is more likely to keep rolling. If you were to drill out the number one, this means that the number six is more likely to appear, as the six is always on the opposite face to the one. For example, some of the spots on one face could be drilled out and the holes filled with a heavy substance so the die is more likely to land with this face down. These can take a number of different forms.
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Loaded dice can make cheating harder to spot. Switching in a single dice can still reduce the house’s chances of winning, by making other totals equally likely to appear. In craps the odds are such that when you are required to avoid a seven, it is the number most likely to appear. But now the totals of five and six would also have this probability. In our example, this would mean no longer avoiding a total of seven, which would still have a probability of 16.67%. Using two dice, with the same three numbers repeated, might be too risky so a cheat would probably only want to switch in a single die into the game. Probability of each total when one dice has the numbers one, two, four repeated.