Pass or don't pass: the difference a 12 makes

Table games2026-10-07

Don't pass costs 1.36% of each stake, pass 1.41%, and the odds bet behind either costs nothing.

• 1.36%don't pass
• 1.41%pass line

Why the Don't Pass Edge Is Lower

The table below shows that the don't pass bet carries a slightly lower house edge than the pass line bet. This difference stems from how specific roll outcomes are scored. On the don't pass side, a roll of twelve results in a push. This means the bet is neither won nor lost; the stake is returned unchanged. On the pass line side, that same roll of twelve counts as a win for the player. Because the don't pass bet treats this specific outcome as neutral rather than positive, the mathematical advantage held by the house is marginally smaller. The pass line bet retains a slightly larger edge because it gains value from that twelve roll. Both bets still hold a negative expected value for the player over time. The difference is small but consistent across all rolls. Understanding this scoring distinction explains the gap shown in the table.

The Role of the Odds Bet

The odds bet placed behind either the pass or don't pass line carries no house edge. This portion of your wager pays out at true odds, reflecting the exact probability of the dice rolling a specific number before a seven appears. Because the payout matches the probability precisely, the casino takes no mathematical cut from this specific component of your stake. The house edge applies only to the initial line bet. When you combine the line bet with the odds bet, your overall cost depends on the proportion of money placed in each part. The odds bet itself does not reduce the house edge of the line bet, but it dilutes the impact of that edge on your total wager. The line bet remains the source of the house advantage. The odds bet simply adds volume without adding extra cost.

Understanding Short-Term Variance

The house edge represents an average outcome over a large number of bets. In any single session or short series of rolls, your actual results may swing widely in either direction. You might win more than expected or lose more than expected due to random variance. This volatility does not change the underlying mathematical advantage held by the house. Over thousands of bets, the actual results will converge toward the average shown in the table above. Short-term luck can mask the house edge temporarily, but it does not remove it. Players should expect fluctuations around the average rather than consistent returns. The edge ensures that, on average, the house retains a portion of stakes. Individual sessions are subject to chance. Long-term trends follow the mathematical probabilities defined by the game rules.

Managing Expectations and Support

Recognizing the fixed nature of the house edge clarifies how outcomes accumulate. Since the edge is inherent to the game structure, no betting system eliminates it. Strategies may alter how quickly losses accumulate, but they do not change the fundamental disadvantage. The odds bet offers the lowest cost per unit wagered because it lacks an internal margin. Combining it with the lower-edge line bet minimizes the total cost relative to your stake. If gambling stops being fun, free help is available through support resources. These organizations provide guidance for maintaining balance and managing habits. Understanding the math behind the bets allows for clearer decisions about how much to wager and how to interpret results. The numbers remain constant regardless of individual luck.

Questions

Every figure on this page is computed by code from exact fractions, a complete enumeration of every baccarat deal and a recursive blackjack model, each checked a second way. See the methodology.