Calculate true count, edge adjustments, and betting recommendations for baccarat card counting systems.
True Count = Running Count ÷ Decks RemainingTrue Count
0.0
Player Edge
1.24%
Banker Edge
1.06%
Recommended
Banker (default)
Edward Thorp's system for Player bet advantage
Sum of card values seen
Estimated decks left in shoe
For EV calculations
The math is harsh: Even perfect baccarat counting provides about 1/10th the edge of blackjack counting.
Opportunity frequency: +EV situations occur perhaps once in 100,000 shoes with typical rules.
Better alternatives: Your time is better spent learning blackjack counting or poker. The Banker bet at 1.06% house edge is already one of the best bets in the casino.
| Factor | Baccarat | Blackjack |
|---|---|---|
| Max Practical Edge | ~0.5% | ~2-3% |
| +EV Frequency | 1 in 100,000 shoes | ~30% of hands |
| Player Decisions | None (automatic) | Every hand |
| Hourly EV ($100 bets) | ~$0-5 | ~$50-100 |
Yes, but it's far less effective than blackjack card counting. Baccarat offers at most a 0.5% edge in extremely rare situations (maybe 1 in 100,000 shoes). The practical profit potential is minimal, making it not worth the effort for most players.
Similar to blackjack, you assign values to cards and keep a running count. High cards (8,9) favor certain outcomes, while low cards (3,4,5,6) favor others. The Thorp system targets Player bets, while Griffin's system works on Banker bets.
Barely, if at all. Studies show that even with perfect counting, the advantage opportunities are extremely rare and provide minimal edge. The mathematical advantage is about 1/10th of what you'd get counting blackjack.
In blackjack, the player makes decisions based on remaining cards. In baccarat, play is automatic - removing player decision-making removes most of the card counting advantage. The drawing rules are fixed regardless of what cards remain.
Quick-start with common scenarios
True Count
0.0
Player Edge
1.24%
Banker Edge
1.06%
Recommended
Banker (default)