The first roll of a new round in craps. This roll establishes the point or determines if the round ends immediately (with a natural 7, 11, or craps 2, 3, 12). The come out roll is crucial as it sets the foundation for all subsequent bets and gameplay mechanics. Understanding the come out roll is fundamental to grasping craps probability and betting strategies.
A number established during the come out roll (4, 5, 6, 8, 9, or 10). Once the point is set, players attempt to roll that number again before rolling a 7. The probability of hitting your point varies depending on which number was established, affecting the mathematical odds of winning pass line bets and other related wagers.
Rolling a 7 after the point has been established, which ends the round. A seven out means pass line bets lose, while don't pass bets win. This outcome significantly impacts the flow of gameplay and the probability distribution of winnings and losses throughout a session at the craps table.
Rolling a 7 or 11 on the come out roll, which results in an immediate win for pass line bets. A natural is an advantageous outcome during the initial roll of a round. The probability of rolling a natural on any single roll is 8 in 36 (approximately 22%), making it a relatively common favorable event.
Rolling a 2, 3, or 12 on the come out roll, which results in an immediate loss for pass line bets. These rolls are also called "craps out." The 12 is particularly notable, sometimes called "snake eyes" when both dice show 1. Understanding craps probability helps players grasp why the house maintains an edge in this game.
The most fundamental bet in craps, made before the come out roll. Pass line bettors win if a natural is rolled or if the point is established and rolled again before a seven out occurs. This bet carries a house edge of approximately 1.4%, making it one of the better-odds bets available on the craps table.
The opposite of a pass line bet. Don't pass bettors win if craps (2 or 3) are rolled on the come out roll, or if a seven out occurs after the point is established. The 12 on the come out roll is a "push" (tie). This bet also has approximately 1.4% house edge and represents betting against the shooter.
An additional bet made after the point is established, representing true mathematical odds with no house edge. Odds bets pay based on the true probability of rolling the point number before a seven. Taking or laying odds is mathematically advantageous and reduces the overall house edge on your combined pass/don't pass and odds wagers.
Similar to a pass line bet but made after the point has been established. The next roll becomes a "come out roll" for this bet specifically. Come bets allow players to establish multiple winning conditions and effectively hedge their original pass line wager, enhancing betting strategy flexibility.
The opposite of a come bet, made after the point is established. Don't come bettors win if a 2 or 3 is rolled, push on 12, and win if a 7 appears before the come point is established. This bet mirrors the don't pass strategy but allows multiple simultaneous bets with different point numbers.
A wager that a specific number (4, 5, 6, 8, 9, or 10) will be rolled before a 7. Place bets can be made at any time and offer different payouts depending on the number selected. House edge varies by number, ranging from 1.4% on 6 or 8 to 6.67% on 4 or 10, affecting the mathematical viability of these bets.
The opposite of a place bet. Lay bettors win if a 7 is rolled before the selected number. These bets require wagering more to win less, compensating for the higher probability of rolling a 7. Understanding lay bet mathematics is essential for sophisticated craps strategy and bankroll management at the table.
The mathematical advantage the casino maintains on any bet. Different craps bets carry different house edges—pass/don't pass at 1.4%, place bets on 6/8 at 1.4%, and proposition bets up to 16.67%. Understanding house edge is critical for making mathematically sound betting decisions and maximizing your expected value in craps gameplay.