Casino Math

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To understand the math behind craps, you need to be able to recognize the probability of winning. We only want to make the most likely bets. These are the pass line with odds, come bets with odds, occasional place bets on the 6 and 8, don't pass laying the odds, and don't come either with or without laying the odds.

The house percentage in craps falls to 0.8% if you make the above-mentioned wagers. Take single odds on come and pass lines reduces the house percent to 0.8 %... double and further reduces it to 0.06 Triple odds. Further, player games drops to 0.0.5 quad odds which reduces it further to 0.0.5 %.... The game is almost even if you take 10 to 100 odds.

I am frequently asked why come bets do not perform as well in seminars. The answer lies with the combinations of dice. This point can be illustrated by a place bet. For example, a place bet on the number 5 can only win on one of four possible dice combinations: 1-4 to 4-1, 2-3 to 3-2, and 2-3 to 3-2. That's it! The bet loses if a 7, which is the sum of six dice combinations, is rolled. That's 6 to 4, or 3 to 2 against you based on the dice combinations alone.

Now let's look at a come bet. If the come bet is placed in the come area, it will win on a seven or 11, for a total eight dice combinations, and lose on a 2, 3, 12 or 12 for total of 4 dice combinations. You win 6 to 4, or 2:1 in your favor for the instant win, and you lose 1. fun games has 4 more dice combinations to win if the come bet goes to the 5. find out more come bet that started at the come and ended at the 5, had 12 possible winning combinations, compared to only 5 for the place wager on the 5. This is a big advantage. This analysis can be applied to every place bet.

You can also place odds on all come wagers. The casino advantage for place bets of the 4 and 10 is 6.7%, while the 4% on the 5 and 9 is 4% and the 1.5% on the 6 or 8. A come bet is 0.8% with one odds. It has the exact same odds and odds as a pass line with single odds.

To win in craps you must limit the casino's advantage. Also, money management will allow you to take advantage of all streaks. That's the Benson Strategies.


Blackjack is the only online casino game where the benefit or disadvantage of each card can change. Because you lose and the dealer wins, the game favors house by 4%. The house, of course!

By playing laptop , you can reduce your house advantage down to 1.5% This in itself makes it a good game to play. You can expect a positive return on your investment if you practice good money management and basic play.

In addition, basic strategy combined with tracking of cards played can increase the player's advantage by 1%. The advantage of the player increases if there are more high cards left in their unplayed hand (or deck). High cards are a favor to the player as they increase the chance of getting a "pat hand" and the dealer's chances of breaking. The dealer cannot hit on more than 16 cards. High cards mean a greater chance of a dealer fracas.

Simple hi-lo counts, which are useful for single deck game play, and card clumping techniques (which are great for shoe games), are the most commonly used methods for tracking. Expertly playing free games to play offers a 1% probability of receiving a positive mathematical return.


Baccarat has a negative expectation, which is the same as roulette, craps and other games. This means the house always wins. It means that the odds of the house always favor the player mathematically. This can only be achieved with perfect blackjack cards counting (which is why they don’t let you lose a lot).

You can win at baccarat by following the trends. Trends will emerge in any combination of random or almost random events. You won't have enough lay to determine statistical significance, as these numbers depend on a lot of play. Your results could be skewed one way: Bankers may have 50% more players than you (which would be wonderful, by the side).

Because there is so much activity, the casino has real statistical significance. They cannot lose from gaming itself. They can only lose from not getting enough players or from typical business profit/loss scenarios. However, they don't lose the gaming itself. This is impossible. It is possible, however, for the casino to lose individual players. They make up these losses by having enough players to make the math work in the end.

Casino Math
This last point matters. Because unless you play 24 hours a day, you will never be playing by the same mathematical statistics as the casino. This is quickly eliminated with our money management rules and departure rules. The only thing that will beat a Baccarat player is his or her inability to be disciplined and/or poor play.


Roulette has a 5.26% advantage on the player. This is because the wheel has 38 numbers: 1-36, 0, and 00. However, the payoffs are only based on the 36 numbers and not the 0 or 00. The single number pays 35-1. So, simply stated, the 0 and 00 are the casino's edge.

Over a long duration, the casino will have a clear mathematical advantage.

Casino's Math

Needs lots of playing action to achieve true odds.
Statistics can only be derived from an infinite number of rolls.
There are always deviations in the bet sizes of Hates.
Structured play is not for him, particularly in the area of money management and departure rules.
Once the volume of play is achieved the mathematical edge is guaranteed.
To achieve this mathematical edge, the casino will make every effort to entice you.

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