Notes

Casino Math

Craps

Understanding the probabilities or dice combinations is the key to understanding the mathematics behind craps. My strategies only allow me to place bets with the highest probability of winning. These include the pass-line with odds, come wagers with odds, occasional bets on 6 and 8 and don't pass laying any odds.

The house percentage in craps has the lowest rate of any casino game if you place the above-mentioned bets. Taking single odds on pass line and come bets reduces the house percentage to 0.8%... double odds reduces it to 0.6%... triple odds reduces it further to 0.5%... and 10 times up to 100 times odds makes the game almost dead even.

I am often asked by seminar attendees why place bets perform better than come bets. The answer lies in the dice combinations. A place bet can be used to illustrate this point. You can only win a direct bet on the number 5, which is also known as a place betting, on four different dice combinations: 1-4-4-1, 2-3, 3-2 and 2-2. That's it! When free play is rolled, which has a total of 6 dice combinations, the bet loses. Based on the individual dice combinations, that's 6-4 or 3-4 against.

Let's examine 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. It's 6-4, or 2 to 1 in favor of you for the immediate win over an immediate loss. If that come bet should go to the 5, as an example, it now has another 4 dice combinations to win. The come wager that started in a come area and moved to the 5 had 12 options to win. This was compared to 5 options for the place bet. That's a huge advantage. read this post here can be applied to every place bet.

You can also take odds on all of your come bets. Place bets for the 4 or 10 are 6.7% and 4% respectively; place bets for the 5 or 9 are 4% and place bets for the 6 or 8 are 1.5%. A come wager, regardless of the number, is 0.8% with single chances and the exact opposite odds to the pass line.

To win in craps, you must minimize the casino's advantage and use money management to capitalize on all streaks, do or don't. 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. The game itself favors 4% the house, because if the dealer breaks, guess who takes the money. Of course, the house!

By playing basic strategy, 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.

Furthermore, tracking of the cards played, combined with basic strategy, can change the advantage to the player by 1%. The advantage of the player increases if there are more high cards left in their unplayed hand (or deck). 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). A 1% advantage means that expertly played blackjack is the only casino game that offers the player an expected positive mathematical return.

Baccarat

Baccarat can be described as a game of negative expectation (just like craps or roulette). This means the house always wins. This means that mathematically, there is no way to place the odds in the favor of the player. This is only possible with perfect blackjack count (which is the reason they don't let players win a lot).

Following the trend is how we win at Baccarat. A trend can form in any random or nearly random series of 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).

Casinos have a lot of activity and statistical significance. Gaming is the only way they can lose. They are only able to lose players and typical business profit/loss. However, they can't lose on the gaming. It's impossible. However, the casino can lose to specific players. The casino compensates for these losses as they have enough people to make the mathematics work long term.

go to my blog is crucial. You cannot play 24/7 and still be able to use the same mathematical statistics that the casino. Our money management and departure rules eliminate this instantly. A bad play and/or lack of discipline will not win the Baccarat player.

Roulette

The advantage that roulette has over the player is 5.26% This is because there are 38 numbers on the wheel, including 0 through 00. However, the payoffs depend on only the 36 numbers and not 0 and 00. The single number pays 35-1. The casino's edge lies between the numbers 0 and 00.

Over a long period of time, the casino will have a definite mathematical advantage.

The Casino's Math

For true odds to be achieved, there must be a lot of playing.
All statistics are dependent on an infinite amount of rolls.

The Hates deviations of bet sizes
Does not like structured play, especially in money management and departure rules.
Once the volume of play is achieved the mathematical edge is guaranteed.
This guaranteed mathematical edge can be achieved by any casino offer.




Website: http://virtualstatisticalsystem.org/blackjack-kasinopeli-vihjeet/