Online classroom dice that can be used in a number of different ways. Works great on tablets and on digital whiteboards. Works with all browsers. This form allows you to roll virtual dice. The randomness comes from atmospheric noise, which for many purposes is better than the pseudo-random number algorithms typically used in computer programs. SlotsUp is the next generation gaming website with free casino games aimed to provide the review on all online slots. Our first and foremost goal is to constantly update the slot machines demo collection, categorizing them based on casino software and features like Bonus Rounds or Free Spins.

Craps -The Intimidating Table Game?

Who hasn’t walked past a craps table the first time feeling intimidation and excitement at the same time? Everybody that’s who!

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Nevertheless, it doesn’t stop the curious from learning the game as quickly as possible. Novice player or not - it is for the real gambler, wanting real money action.

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Learn the ins and outs and that daunting sentiment quickly disappears. It’s not like the Hollywood portrayal of high-roller James Bond types. A dress code of men in white tuxes sipping on martinis and lovely ladies blowing on their dice isn’t reality.

Come as you are…shorts, sandals, beer in hand and a stack of chips

…and the best part is, it applies to online craps or land-based casinos!

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Is Craps a Hard Game to Learn?

It might seem overwhelming and confusing at first. But let’s be honest that goes for anything when not well studied. With a bit of research, you’ll beat the house and be bumping elbows with the best of players. After all, it could be you as the next craps champion

Basic 'Must Knows'

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Does the roll of the dice have any impact of the game? That is one controversial question with many players having their own theories. Watch each die long enough and decide for yourself!

Practice playing craps with my new and improved craps game.

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Rules

  1. 3-4-5X odds are allowed.
  2. To simplify the game, instead of offering both place and buy bets, I offer just one for each number. Each number pays the better odds between place and buy bets. I refer to these as 'buy bets.' They pay 7-6 on the 6 & 8, 7-5 on the 5 & 9, and 39-20 on the 4 & 10.
  3. Lay bets pay true odds, but player must prepay a 5% commission, based on the possible win. This works out to odds of 19-25 on the 6 & 8, 19-31 on the 5 & 9, and 19-41 on the 4 & 10.
  4. If the player selects 'keep bets working,' then all bets will be on for come out rolls. Otherwise, buy, hard ways, and odds on come bets will be turned off.
  5. If the player selects 'leave winnings bets up,' then only wins will be returned and the original wager will be re-bet. However, winning come and don't come bets are always returned. Winnings odds bets on come bets will remain up if there is a new come bet to associate them with. If the new come bet is less than the winning one, the amount of odds on the table will be the same multiple bet on the odds of the winning bet and the rest returned to the player.
  6. Bets may be taken down by shift-clicking.
  7. Put bets and taking down don't pass and don't come bets, that are already on a number, are not allowed.

To slow down the payment stage of the game, hold down the shift and control keys when you click 'roll'.

For fans of my buggy old version one, I still have it. However, I highly recommend playing this current version instead.

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Online Craps Bonuses

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5 Intertops Casino Classic €/$100 100% 85xB&D SIGNUP100
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Introduction

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.

Two Dice Totals

Die 1Die 2
123456
1234567
2345678
3456789
45678910
567891011
6789101112

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.

TotalNumber of
Combinations
Probability
212.78%
325.56%
438.33%
5411.11%
6513.89%
7616.67%
8513.89%
9411.11%
1038.33%
1125.56%
1212.78%
Total36100%

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.

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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.

TotalNet ReturnProbabilityAverage Return
220.02780.0556
310.05560.0556
410.08330.0833
5-10.1111-0.1111
6-10.1389-0.1389
7-10.1667-0.1667
8-10.1389-0.1389
910.11110.1111
1010.08330.0833
1110.05560.0556
1230.02780.0834
Total1-0.0278

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%.

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

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Written by: Michael Shackleford