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Craps Pass Line vs Don’t Pass: Rules and House Edge

Don't Pass has a slightly lower house edge, while Pass Line backs the shooter making the point. Compare settlement rules, payouts and what adding odds changes.

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Guides & Explainers · odds.guru

Published 5 min read
Craps Pass Line vs Don’t Pass: Rules and House Edge
How it worksBeginner

Key takeaways

  1. 1.Don't Pass has a slightly lower house edge, but neither line bet gives the player an advantage.
  2. 2.Pass Line wins on a come-out 7 or 11; Don't Pass loses, while a barred 12 returns its stake.
  3. 3.Odds bets pay at fair probabilities, but adding them increases the amount you can lose.

Don't Pass has the slightly lower house edge under standard rules: approximately 1.36%, compared with 1.41% for Pass Line. Pass Line suits someone who wants to back the shooter making the point; Don't Pass suits someone comfortable betting on seven arriving first after a point is established. Our calculations below assume fair dice and a Don't Pass come-out push on 12; the craps rules guide explains the wider game.

The difference is small. Choosing between these bets changes which results you want, but neither produces a long-term player advantage.

Pass Line and Don't Pass reward opposite point results

Pass Line wins when the established point repeats before seven; Don't Pass wins when seven arrives first. Before that stage, a separate set of rules applies.

The come-out roll starts a new betting round. A total of 4, 5, 6, 8, 9 or 10 establishes the point, the number that Pass Line needs to repeat.

Stage and dice resultPass LineDon't Pass, bar 12
Come-out: 7 or 11WinsLoses
Come-out: 2 or 3LosesWins
Come-out: 12LosesPushes
Come-out: 4, 5, 6, 8, 9 or 10Establishes pointEstablishes point
After point: point repeatsWinsLoses
After point: 7 appearsLosesWins
After point: any other totalRemains unsettledRemains unsettled

Standard bar-12 rules assumed throughout. A push means no win or loss; the stake remains yours.

The stage matters more than the most recent total:

  • Seven wins for Pass Line on the come-out but loses after a point exists.
  • Twelve pushes Don't Pass on the come-out; after a point exists, it does not settle either line bet.
  • A total that neither settles the bet nor establishes a new point does not create another wager.
For example, suppose you stake $10 and the come-out roll establishes six. A subsequent nine changes nothing. If six then arrives before seven, Pass Line earns $10 profit and Don't Pass loses its $10 stake.

If seven arrives first, those outcomes reverse. You are betting on the sequence specified by the rules, not simply whether the next roll is high or low.

Both line bets pay even money, with a small edge difference

Both base bets pay 1:1 on a win: a $10 winning stake earns $10 profit, with the original $10 returned separately. Don't Pass has a lower house edge because its full set of winning, losing and pushing outcomes produces a slightly smaller expected loss.

House edge means the expected loss as a percentage of the initial stake across many repetitions. It does not predict the result of one session.

Base betHouse edgeExpected loss per $1,000 initially wagered
Pass Line1.4141%$14.14
Don't Pass, bar 121.3636%$13.64

OddsGuru calculations from 36 equally likely outcomes for two fair dice, even-money payouts and the settlement rules above. Don't Pass includes pushes in the initial-wager denominator; figures are rounded.

That is approximately 50 cents per $1,000 wagered between the two bets. Here, $1,000 means accumulated initial stakes, not necessarily a $1,000 deposit.

Don't Pass is therefore the lower-cost choice mathematically, but preferring Pass Line is reasonable if you enjoy backing the point. The difference is too small to justify increasing your stake just because you switched sides.

An additional odds bet changes the payout comparison. After a point exists, Pass Line odds back the point; Don't Pass odds back seven. Their fair profit payouts follow directly from the dice combinations:

  • Point 4 or 10: Pass odds pay 2:1; Don't Pass odds pay 1:2.
  • Point 5 or 9: Pass odds pay 3:2; Don't Pass odds pay 2:3.
  • Point 6 or 8: Pass odds pay 6:5; Don't Pass odds pay 5:6.
The craps odds bet guide explains stake amounts and payouts in more detail.

Betting both lines does not remove the casino's edge

Equal stakes on both lines cancel each other's profit and loss except on the barred come-out result. Under bar-12 rules, a come-out 12 loses the Pass Line stake while Don't Pass pushes.

For two $10 bets:

  • On a come-out 7 or 11, Pass Line wins $10 and Don't Pass loses $10.
  • On a come-out 2 or 3, those outcomes reverse.
  • On a come-out 12, the combined result is a $10 loss.
  • If a point is established, the eventual line results cancel.
OddsGuru's calculation is $10 × 1/36, or about $0.28 expected loss for each $20 pair of initial wagers. Covering both outcomes has not created a free bet.

Adding unrelated wagers also changes what you are comparing. A side bet has its own settlement rules and expected cost; it does not improve the underlying line bet. Our guide to craps bets worth skipping examines those separate wagers.

The come-out rules preserve the casino's advantage

Don't Pass becomes more likely to win than lose once a point exists, but its difficult come-out stage offsets that advantage.

Seven has six dice combinations. Each possible point has fewer: three combinations for 4 or 10, four for 5 or 9, and five for 6 or 8. Once six is the point, for example, Don't Pass wins with probability 6/11; Pass Line wins with probability 5/11. Other totals delay settlement.

House-edge calculation

OddsGuru's Pass Line win probability is:

8/36 + 2 × [(3/36 × 3/9) + (4/36 × 4/10) + (5/36 × 5/11)] = 244/495.

The first term covers come-out wins. The remaining terms cover establishing each point and then repeating it before seven.

Because Pass Line has no push, its loss probability is 251/495. The difference produces the 1.4141% house edge.

For Don't Pass under bar-12 rules:

  • Win probability: 949/1980.
  • Loss probability: 976/1980.
  • Push probability: 55/1980, equal to 1/36.
Expected loss is therefore (976 − 949)/1980 = 1.3636% of the initial stake.

Fair odds bets add no expected loss of their own, but they add money at risk. Keeping the same base stake and adding odds leaves its expected monetary loss unchanged while lowering the loss percentage across the larger total amount wagered.

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