Introduction

1. A few weeks ago we had Stanford Wong on the show talking about his book Wong on Dice. The thesis of this book is that players can control the dice when they throw them and have 7 show up less than 1 in 6 times. If a player could do this it would be worth a fortune. Wong mentioned a player that had won $1.5 million using what he thought was dice.
2. Before starting Beau explained that dice setters are not able to control every single throw but only influence the dice towards certain numbers. At a 3-4-5x odds table the house edge is only 0.374% so it only takes a slight influence of the dice to overcome that house advantage. However a slight influence could take thousands of rolls to become.

New Video Poker Course at Golden Touch Craps. Practice Your Dice Control Grip. The Hardway vs V Sets. An Introduction to Golden Touch Craps and the Dominator. The Dominator in London.

Before you play any dice game it is good to know the probability of any given total to be thrown. First lets look at the possibilities of the total of two dice. The table below shows the six possibilities for die 1 along the left column and the six possibilities for die 2 along the top column. The body of the table shows the sum of die 1 and die 2.

How To Play Street Dice

Two Dice Totals

The colors of the body of the table illustrate the number of ways to throw each total. The probability of throwing any given total is the number of ways to throw that total divided by the total number of combinations (36). In the following table the specific number of ways to throw each total and the probability of throwing that total is shown.

The following shows the probability of throwing each total in a chart format. As the chart shows the closer the total is to 7 the greater is the probability of it being thrown.

The Field Bet Example

Now that we understand the probability of throwing each total we can apply this information to the dice games in the casinos to calculate the house edge. For example consider the field bet in craps. This bet pays 1:1 (even money) if the next throw is a 3, 4, 9, 10, or 11, 2:1 (double the bet) on the 2, and 3:1 (triple the bet) on the 12. Note that there are 7 totals that win and only 4 that lose which might cause someone who didn't know better to think it was a good gamble.

The player's return can be defined as the sum of the products of the probability of each event and the net return of that event. The following table shows each possible total, the net return, the probability of throwing that total, and the average return. The average return is the product of the net return and the probability. The player's return is the sum of the average returns.

The last row shows the player's return to be -.0278, in other words for every $1 bet the player can expect to lose 2.78 cents. The player's loss is the house's gain so the house edge is the product of -1 and the player's return, in this case 0.0278 or 2.78%.

For the probabilities in the sum of more than two dice please see my probabilities for 1 to 25 dice section.

Dice Control Videos

Dice Control Videos From Golden Touch Craps