Table games and theoretical win: why speed matters as much as the edge
Economics
At a stake of ten a round, single-zero roulette earns 10.8 an hour in theory, double-zero 21.1 and baccarat's banker bet 7.4.
- 10.8single-zero roulette
- 21.1double-zero roulette
- 7.4baccarat, banker
The Role of Speed in Valuation
Theoretical win combines the house edge with the frequency of play. A higher edge does not always mean higher hourly value if rounds are slow. The table below lists theoretical win per hour for three common games at a fixed stake. Single-zero roulette yields a moderate hourly return over forty rounds. Double-zero roulette produces a larger hourly figure despite similar round counts. Baccarat’s banker bet generates the lowest hourly value despite a higher round count. This illustrates that speed alone does not guarantee higher theoretical win. Operators use this metric to assess expected revenue from table play. The calculation assumes a constant stake and steady pace. Deviations in pace alter the hourly outcome directly. The figures serve as illustrative examples of the formula, not market averages.
| Game | House edge | Rounds per hour | Theoretical win per hour |
|---|---|---|---|
| Single-zero roulette | 2.7% | 40 | 10.8 |
| Double-zero roulette | 5.3% | 40 | 21.1 |
| Baccarat, banker bet | 1.1% | 70 | 7.4 |
Comparing Hourly Returns
Double-zero roulette offers a larger theoretical win per hour than single-zero roulette. This difference stems from the higher house edge on the double-zero wheel. However, single-zero roulette still outperforms baccarat’s banker bet in hourly terms. The banker bet has a lower edge but requires more rounds to match the hourly value of roulette. Players often overlook this interaction between edge and pace. The table above clarifies how these variables interact. A lower edge does not automatically mean better hourly value for the operator. Speed compensates for a lower edge only up to a point. The banker bet’s high round count does not overcome its low edge in hourly terms. This balance shapes how operators price table limits.
Implications for Limits and Rewards
Operators set table limits based on expected hourly revenue. Games with higher theoretical win per hour may support higher minimum bets. This ensures the operator’s margin remains consistent across different play speeds. Rewards programs often reflect this theoretical value. Players earning points may see different accrual rates based on game speed and edge. The formula helps operators predict cash flow from table games. It does not predict individual player outcomes. The calculation assumes ideal conditions with no pauses. Real-world play includes breaks and variable pacing. These factors reduce actual hourly value below theoretical figures. For regulatory context, see the regulation tracker.
Questions
Why does round speed matter for theoretical win?
Theoretical win is the product of house edge and rounds played. Faster games generate more rounds, increasing hourly value even with a lower edge. Speed compensates for a smaller edge up to a point.
Does a lower house edge always mean lower hourly value?
No. Baccarat’s banker bet has a low edge but high rounds per hour. Yet its hourly theoretical win remains lower than roulette variants. The interaction between edge and speed determines the final figure.
How do operators use theoretical win?
Operators use theoretical win to set table limits and design rewards programs. It helps predict expected revenue from table games. The metric assumes steady play and constant stakes for accurate forecasting.
Every figure on this page is computed by code from standard industry formulas and the facts of our regulation tracker, each checked a second way. See the methodology.