The Big Six money wheel: even its cheapest bet costs four times a roulette bet
Table games
On a 54-segment wheel the 1 segment costs 11.11% of each stake and the joker paid 40 to 1 24.07%; any bet at European roulette costs 2.70%.
- 11.11%the 1 segment
- 24.07%the joker at 40 to 1
- 2.70%European roulette
How the Wheel Pays
The Big Six wheel divides its surface into distinct segments. Each segment pays odds equal to its face value. A segment marked one pays one to one. A segment marked two pays two to one. The joker segment pays higher odds, either forty to one or a higher fixed ratio depending on the specific wheel layout. These payouts appear generous at first glance. However, the number of segments for each value is deliberately low. This imbalance ensures the operator retains a portion of every stake. The table below lists the specific house edge for each segment type. It shows that even the simplest bet carries a significant cost.
| Segment | Segments | Pays | House edge |
|---|---|---|---|
| 1 | 24 | 1 to 1 | 11.1% |
| 2 | 15 | 2 to 1 | 16.7% |
| 5 | 7 | 5 to 1 | 22.2% |
| 10 | 4 | 10 to 1 | 18.5% |
| 20 | 2 | 20 to 1 | 22.2% |
| Joker | 1 | 40 to 1 | 24.1% |
| Joker | 1 | 45 to 1 | 14.8% |
The Cost of Simplicity
The segment marked one represents the most frequent outcome on the wheel. Despite this frequency, it carries a substantial house edge. As the key figures show, this edge is larger than the edge found on European roulette. The discrepancy arises because the payout does not fully compensate for the probability of winning. A fair game would offer odds matching the exact chance of landing on a segment. The Big Six offers less. This gap between fair odds and actual payouts constitutes the house edge. The simplest bet is not necessarily the cheapest in terms of retained value.
Comparing Edge Levels
House edges vary across different segments. The edge on the joker paid forty to one is larger than the edge on the segment marked two. Similarly, the edge on the higher-paying joker exceeds the edge on the segment marked one. All these edges are larger than the edge on any bet at European roulette. The table above confirms this hierarchy. Higher payouts do not guarantee a lower house edge. In fact, the highest payouts often carry the highest edges. This structure ensures the operator maintains an advantage regardless of which segment the player chooses.
Understanding the Average
The house edge represents an average loss over many bets. Short sessions may vary widely. A player might win several rounds or lose several rounds. The mathematical expectation remains constant. The edge dictates the long-term outcome. Comparing the Big Six to European roulette highlights the difference in cost. European roulette offers a lower edge on its bets. The Big Six imposes a higher cost on every wager. This difference accumulates over time. Players should weigh the entertainment value against the mathematical cost. If gambling stops being fun, free help is available at help and support.
Questions
Which Big Six segment has the lowest house edge?
The segment marked one has the lowest house edge among the Big Six options. It still carries a higher edge than bets on European roulette.
Does a higher payout mean a better value?
No. The joker segments pay higher odds but often carry larger house edges than lower-value segments. Higher payouts do not necessarily mean better value for the player.
How does the Big Six compare to roulette?
Every bet on the Big Six carries a larger house edge than any bet on European roulette. The cost of playing the Big Six is significantly higher.
Why are there fewer segments for high payouts?
Fewer segments for high payouts reduce the probability of winning. This imbalance ensures the operator retains a larger portion of the stakes over time.
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.