Under a common eight-deck Super 6 model, Banker wins about 45.8597% of hands, Player wins about 44.6247%, and Tie occurs about 9.5156%. Banker wins with a final total of 6 on about 5.3864% of all hands. That Banker-6 event is the key to the no-commission payout structure.
The figures below were calculated by exact enumeration without replacement for eight decks using the standard baccarat tableau. They are not a prediction for the next shoe. Four-, six-, and eight-deck games produce slightly different values, and side-bet paytables can vary.
Eight-deck outcome probabilities
| Outcome | Probability | Approximate frequency |
|---|---|---|
| Banker wins | 45.8597% | About 1 in 2.18 hands |
| Player wins | 44.6247% | About 1 in 2.24 hands |
| Tie | 9.5156% | About 1 in 10.51 hands |
| Banker wins with 6 | 5.3864% | About 1 in 18.57 hands |
| Banker wins on another total | 40.4734% | About 1 in 2.47 hands |
Banker 6 represents about 11.745% of all Banker wins. In other words, roughly one winning Banker result in 8.5 is affected by the half-pay rule under this model.
The official settlement rule
In the Singapore regulated version used as the rule reference for this article, Banker wins on 6 pay 1 to 2, other Banker wins pay 1 to 1, Player wins pay 1 to 1, Tie pays 8 to 1, pairs pay 11 to 1, and the optional Super Six side wager pays 15 to 1. The rules allow four to eight decks.
That is one approved paytable, not a promise that every casino uses the same side bets or pays. Always read the layout and posted rules before wagering.
Payout is not the same as probability
Players often compare only the displayed prize. A 15-to-1 side-bet payout sounds attractive, but value depends on both probability and payoff.
House edge is the negative of the player’s expected value when the wager is expressed per unit staked.
For a simple win-or-lose side bet paying 15 to 1 on Banker 6:
Using the eight-deck probability of 0.0538637:
The corresponding house edge is about 13.8181% for that 15-to-1 paytable.
Main-wager house edges from the same model
| Wager and settlement | Eight-deck house edge |
|---|---|
| Super 6 Banker: even money except Banker 6 pays 1:2 | About 1.4581% |
| Player: pays 1:1 | About 1.2351% |
| Tie: pays 8:1 | About 14.3596% |
| Super 6 side bet: pays 15:1 on Banker 6 | About 13.8181% |
The Player wager wins less often than Banker, but it receives full even-money payment on every win. The Super 6 Banker wager wins more often but loses half its normal profit whenever the winning total is 6.
How the Super 6 Banker edge is calculated
Let:
- PP = probability Player wins
- PB6 = probability Banker wins with 6
- PBO = probability Banker wins on another total
The player’s expected value on a one-unit Super 6 Banker wager is:
Ties push and therefore add zero to the net payoff. Substituting the eight-deck values:
House edge is therefore about 1.4581%.
Worked cost example
Suppose a player produces $25,000 of total action—1,000 wagers at $25 each. Expected loss is total action multiplied by house edge:
| Wager | House edge | Expected loss on $25,000 action |
|---|---|---|
| Super 6 Banker | 1.4581% | About $364.53 |
| Player | 1.2351% | About $308.77 |
| Tie at 8:1 | 14.3596% | About $3,589.91 |
| Super 6 side at 15:1 | 13.8181% | About $3,454.51 |
Actual results after 1,000 wagers can be far from these averages. The table compares long-run price, not likely final bankroll.
Why Banker still wins more often
The baccarat tableau is not symmetrical. Banker acts with information about Player’s third card in some situations, which creates a small structural advantage in outcome frequency. Super 6 does not normally change the drawing tableau. It changes the payout after a Banker win with 6 has occurred.
That is why the claim “Banker wins most often” can be true while “Banker is always the cheapest wager” is false. Probability and settlement must be evaluated together.
Tie payouts can change the edge sharply
At 8 to 1, the eight-deck Tie edge is about 14.3596%. At 9 to 1, using the same outcome probability, it falls to about 4.8440%. That is still a different risk profile from the main wagers, but it shows why quoting “the Tie edge” without the paytable is incomplete.
Pairs and other side wagers require the same treatment. The name of a bet is not enough; exact winning conditions and payout are part of the mathematics.
What these odds do not tell you
- They do not identify which side will win next.
- They do not make roads or scoreboards predictive.
- They do not guarantee that 1,000 hands will match the percentages.
- They do not apply unchanged to every side-bet paytable.
- They do not include bet size, table speed, or session duration.
The best practical use is comparison. Choose the lower-cost main wager, verify the special settlement rule, and keep optional side bets separate from the base-game calculation.
A half-pay rule is easy with even wager amounts but can create awkward settlements on odd chips or fractional units. Casinos may set minimum denominations, specify rounding, or restrict wager increments so the payment can be made with available chips. Those procedures do not change the theoretical probability, but they can change the exact cash result of a small wager. The posted house rule controls.
Rounding and chip denominations
This is why the deduction can feel more frequent than “about one hand in nineteen.” From the perspective of someone repeatedly betting Banker, it affects roughly one winning Banker hand in 8.5, not one in nineteen Banker wins.
Banker 6 occurs on about 5.3864% of all hands, but the half-pay rule is noticed only after Banker wins. Conditional on a Banker win, the chance that the winning total is 6 is about 11.7453%.
Conditional probability explains the player experience
The main Super 6 Banker settlement normally applies to both types: the relevant fact is that Banker wins with a final total of 6. Some optional side wagers may distinguish card count or use a different paytable, so the layout must be checked before assuming that every “Banker 6” proposition has the same qualifying event.
In the eight-deck enumeration used here, Banker wins with a two-card 6 on about 3.7247% of all hands and with a three-card 6 on about 1.6617%. Together they produce the 5.3864% Banker-6 frequency.
Two-card and three-card Banker 6 results
Bottom line
Super 6 Baccarat uses familiar baccarat outcome probabilities but prices Banker differently. In an eight-deck model, Banker wins with 6 on about 5.3864% of all hands, enough for the half-pay rule to raise the Banker edge to about 1.4581%. Player is about 1.2351%. An 8-to-1 Tie and a 15-to-1 Super 6 side bet are far more expensive. The posted paytable, not the “no commission” label, determines the real odds.