Craps Odds

Wrapping one’s mind around Craps Odds might appear to be a nerve-racking or even somewhat threatening endeavor; let me assure you, it's nothing too difficult to grasp. The most basic odds to understand when it comes to a game like Craps is a thorough understanding of what combined die values are most likely to come up when the dice are rolled. Below is a fast reference chart for easier understanding of potential combos in Craps.

• The odds of getting a Craps combo of two are at a ratio of 35:1.
• The odds of getting a Craps combo of three are at a ratio of 17:1.
• The odds of getting a Craps combo of four are at a ratio of 11:1.
• The odds of getting a Craps combo of five are at a ratio of 8:1.
• The odds of getting a Craps combo of six are at a ratio of 6:1.
• The odds of getting a Craps combo of seven are at a ratio of 5:1.
• The odds of getting a Craps combo of eight are at a ratio of 6:1.
• The odds of getting a Craps combo of nine are at a ratio of 8:1.
• The odds of getting a Craps combo of ten are at a ratio of 11:1.
• The odds of getting a Craps combo of eleven are at a ratio of 17:1.
• The odds of getting a Craps combo of twelve are at a ratio of 35:1.

Now, after viewing the above reference chart, it's easy for a Craps fan to immediately see which numbers have the most potential for appearing when the Craps dice are rolled. There is a very limited chance that a player will get double sixes (the only way to roll 12), and double ones are similarly rare. Such rolls are associated with the highest rates in terms of Craps payouts, due to the difficult nature of getting these combinations to come up.

Getting a value of seven is given the lowest odds, and the likelihood that a player will get a Craps combo that equals five, six, eight, or nine in total in the final roll all fall right around the same ratios in term of probability. These are clearly good notions to keep in mind when wagering in Craps.