Wagering requirements from 10x to 60x: where a casino bonus stops being worth anything
Wagering
A 100 bonus on a 100 deposit, cleared with bets of 5 on red at European roulette, leaves the average player 73.03 ahead at 10x and 16.17 ahead at 35x, but 7.70 behind at 50x.
- 16.17average gain at 35x
- 67.4%players who finish 35x
- 7.70average loss at 50x
How Multiples Affect Value
The wagering multiple determines the total amount staked before a bonus becomes withdrawable. Each additional tier adds a fixed cost equal to that stake multiplied by the house edge. This cost grows in direct proportion to the wagering requirement. The table below shows how the average result changes as the multiple increases. At lower multiples, the average gain remains substantial. As the requirement rises, the cumulative cost erodes this gain. Eventually, the average result drops below the initial deposit. This shift occurs because the fixed house edge applies to every bet placed during the clearing process.
| Wagering on the bonus | Amount to wager | Average cost | Players who finish | Average result |
|---|---|---|---|---|
| 10x | 1,000 | 27.03 | 98.7% | 73.03 |
| 20x | 2,000 | 54.05 | 87.9% | 47.61 |
| 30x | 3,000 | 81.08 | 73.9% | 25.72 |
| 35x | 3,500 | 94.59 | 67.4% | 16.17 |
| 40x | 4,000 | 108.11 | 61.4% | 7.47 |
| 50x | 5,000 | 135.14 | 51.1% | -7.70 |
| 60x | 6,000 | 162.16 | 42.7% | -20.35 |
The Role of Completion Rates
Not every player finishes the wagering requirement. Some lose their entire balance before reaching the target and stop playing. The table above shows that the share of players who finish falls as the multiple rises. Fewer players complete higher requirements because they run out of funds earlier. This drop in completion rates affects the overall average. Those who stop early contribute a loss to the average. Players who finish contribute their remaining balance. The mix of these outcomes determines the final average result. A lower completion rate means more players stop with less money left.
Understanding Average Outcomes
The figures presented are averages across many players and sessions. Individual results vary widely from these averages. One player might finish with a large surplus, while another loses everything quickly. The average smooths these extremes into a single value. It is not a typical result: many players end with nothing, a few with much more. It does not guarantee any specific result for a single player. See support resources for context on player behavior.
Interpreting the Data
The table illustrates the relationship between wagering requirements and outcomes. Lower multiples yield higher average gains and higher completion rates. Higher multiples increase costs and reduce the likelihood of finishing. Each step up in the multiple adds the same incremental cost. The average result remains positive for a short time beyond the point where costs exceed the bonus value. This happens because players who lose their balance stop wagering, limiting further losses. Use the bonus value calculator for specific scenarios.
Questions
Why does the average result drop as wagering increases?
Each additional wagering requirement adds a fixed cost based on the house edge. This cost accumulates with every bet placed. Higher multiples mean more bets, leading to higher total costs and lower average returns.
Do all players finish the wagering requirement?
No. Many players lose their balance before completing the requirement. The completion rate decreases as the wagering multiple increases. Those who stop early contribute to the average loss.
Is the average result guaranteed for individual players?
No. The figures are averages over many sessions. Individual results vary significantly. One player may win big, while another loses quickly. The average reflects the overall trend, not specific outcomes.
How does the house edge affect the bonus value?
The house edge applies to every bet made while clearing the bonus. More wagering means more bets, which increases the total cost. This reduces the net value of the bonus for the player.
Every figure on this page is computed by code from an exact calculation over every possible balance after every bet, checked by simulation. See the methodology.