Although the win probabilities may seem off-putting, as they pay at true odds they actually help to reduce the house edge, hence why at many casinos Odds bets have restrictive maximum limits. Should the round enter the point stage, it is always advisable to back up any one of these bets with Odds bets. Of these, Don’t pass and Don’t come bets are narrowly more favourable by virtue of possessing a house edge of 1.36% (whereas for Pass line and Come bets it is 1.41%), as well as a 50.71% approximate probability of winning or pushing your bet compared to 49.29% for Pass line and Come bets. These possess house edges (and therefore expected returns) which can only be bettered by Odds bets in the entire game.

Many Craps strategies thoroughly recommend predominantly focusing your bets on the common Craps bets that are often made in every round – Pass line, Come, Don’t pass, and Don’t come bets. Single roll Craps bets probabilities and house edges The probabilities of winning and associated house edges for several other Craps bets are as follows: Multi-roll Craps bets probabilities and house edges This means that for every €100 bet on Pass line and Come bets, your expected approximate return is €98.59 and for Don’t pass and Don’t come bets, it is €98.64.

On a Pass odds bet, the odds will always be against you and on a Don’t pass odds bet, they will always be in your favour.Ī combination of the two tables above can be used to calculate the overall approximate chances of winning any common Craps bets, as well as the house edge involved: Craps pass line bet odds Naturally, these percentages translate to the respective chances of winning Pass odds and Don’t pass odds bets. Probability of point number being rolled first Here is the probability of the point numbers being rolled before a seven: Craps point number probability You will notice that the probability of rolling any individual point number is lower than that of rolling a seven. This means that on the come-out roll, a player has a 22.22% chance of rolling a natural (seven or 11), an 11.12% chance of crapping out (rolling two, three and 12) and a 66.66% chance of rolling a point number. The next two most likely are six and eight followed by five and nine and so on, reducing in probability as you move further away from seven lower and higher respectively.

The best place to start in determining the odds involved in Craps is assessing the probability of getting any given number from a dice roll featuring two six-sided dice:Īs you can see, the most likely dice roll is a seven, which will occur on six of the 36 possible combinations from the two dice.

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