Craps
To understand the math behind craps, you need to be able to recognize the probability of winning. My strategies only allow me to place bets with the highest probability of winning. These are the pass line and odds, come bets and odds, occasionally place bets and the 6-8, don't pass the odds laying them, and don’t come with or without the odds.
If you play the above mentioned bets, the house percentage in craps is the lowest of any casino game. 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, it 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 can be illustrated with a place bet. Placing a bet directly on the number 5 (also known as place bet) can only win on four combinations of dice: 1-4, 4-1 and 2-3. That's it! The bet loses when a 7 (which has 6 different combinations) is rolled. play online is 6 to 4 or 3 to 2 against, depending on the combination of dice.
Now let's look at a come bet. When the come wager is in the coming area, it wins with a seven or eleven for a total number of eight dice combinations. virtual reality loses with a 2, 3 and 12 for a total loss of four dice combinations. The odds of winning an immediate win are 6 to 4 or 2 to 1. For example, if that come bet went to the 5, it now has 4 different dice combinations to win. So, the come bet that started in the come area and went to the 5 had 12 dice combinations to win, versus only 5 combinations for the place bet on the 5. That's a huge advantage. This analysis can be applied to every place bet.
When you consider that all come bets can be placed, the casino advantage is 6.7% for place wagers on the 4-10; 4% for place wagers on 5-9; 1.5% place bets upon the 6-8 and 8. A come bet, no matter what number it goes to is only 0.8% with single odds, the exact same odds as the pass line with single odds.
To win at craps you need to minimize the casino's advantage. You also need to manage money so that you can capitalize on any streaks. That's why the Benson Strategies exist.
Blackjack
Blackjack is one of the few casino games where the advantage or disadvantage of the player changes with each card. Because you lose and the dealer wins, the game favors house by 4%. Of course, the house!
This house advantage can be reduced to 1.5% by playing basic strategy. This is enough to make it a worthwhile game. If you play well and manage your money properly, you can expect to see a positive return over the long-term.
The basic strategy of basic strategy and card tracking can help to improve the advantage for the player by 1%. As long as there are no high cards in the deck or shoe, the player has an advantage. High cards favor the player, as they give them a greater chance of getting a "pat", and increase the dealer’s chance at breaking. The dealer must hit on 16 cards or less. A dealer break is more likely if there are high cards left.
The most common methods for tracking are simple high-lo counts (good for single-deck games) and card clustering methods (good to track shoe games ). Expertly playing blackjack offers a 1% probability of receiving a positive mathematical return.
Baccarat
Baccarat can be described as a game of negative expectation (just like craps or roulette). This means that the house always has the advantage. The odds are always in favor of the house mathematically. This can only be done with perfect blackjack card counting (which is why of course they don't let you win a lot).
Follow the trend to win at baccarat. Trends can develop in any random, or very near random sequence of events. Remember, you will not have sufficient lay to establish real probability numbers, since these depend on lots of play to reach statistical significance. There is best site that you could have bias in one direction. Bankers might have 50% more players than banksters, for example. This would be very good.
The casino is a statistical powerhouse because they have so many games going on at once. They cannot lose because of gaming. They will only lose if they don't get enough players, or in typical business profit/loss scenarios. But they do NOT lose on the gaming. It is impossible. However, it is possible for the casino lose to players. Because they have enough players, the casino can make up the losses.
This last point should be very important. You cannot play 24/7 and still be able to use the same mathematical statistics that the casino. Our departure rules and money management eliminate this immediately. Bad play and lack of discipline are the only things that can beat a Baccarat dealer.
Roulette
Roulette has a 5.26% advantage on the player. This is because the wheel has 38 numbers: 1-36, 0, and 00. However, the payouts are based only upon the 36 numbers, not the 0, and 00. The single number pays 35-1. The casino's edge lies between the numbers 0 and 00.
Over a long duration, the casino will have a clear mathematical advantage.
Casino's Math
You need to play lots to have any chance of winning.
Statistics are calculated using an infinite number rolls.
Abweichungen in bet sizes by Hates
Structured play is not his favorite, especially when it comes to money management and departure rules.
Once you reach a certain volume of play, the mathematical edge is yours.
This guaranteed mathematical edge can be achieved by any casino offer.