Iron Bank bonus buy: 83.94% of buys returned less than they cost
Model basis: feature-round returns are modelled as a calibrated heavy-tailed (capped log-normal) distribution, mean set to 97.0% (published buy RTP), tail scaled to the 49,999x ceiling. Providers do not publish feature-round distributions, so this is a model, not observed data, flagged per our methodology.
What we modelled
| field | value |
|---|---|
| provider | Relax Gaming |
| base RTP | 97.0% |
| buy options | 100x |
| max win | 49,999x |
| simulated | 100,000 buys per option |
What a 100x buy actually returns
- Average return: 97.0% of the buy cost, the house edge applies to the buy too.
- Median (typical) return: 0.14x the buy cost, far below average, because rare big hits drag the mean up.
- 83.94% of buys returned less than the buy cost (73.82% returned less than half).
- 8.84% doubled or better; 1.44% hit 10x the buy or more.
- Biggest win in 100,000 buys: 499.99x the buy (49,999x stake). Hitting the 49,999x ceiling: 0.003% of buys.
Distribution
| return band (x buy cost) | % of buys |
|---|---|
| 0-0.5x | 73.82% |
| 0.5-1x | 10.12% |
| 1-2x | 7.22% |
| 2-5x | 5.48% |
| 5-10x | 1.93% |
| 10-50x | 1.27% |
| 50x+ | 0.16% |
The honest read
A bonus buy is a single high-variance bet. The average is not the typical outcome: most buys here returned less than they cost, and the rare big multipliers that lift the average are exactly that, rare. Buying the feature does not improve your odds, it pays to skip to them. 18+, this is analysis, not betting advice.
FAQ
Is buying the bonus on Iron Bank worth it?
On average a buy returns its RTP (97.0%), the same house edge as base play, so buying the feature does not improve your odds. In our 100,000-buy simulation 83.94% of buys returned less than they cost. We report the outcome; we never tell you to buy.
What is the most a Iron Bank bonus buy paid?
In 100,000 simulated buys the biggest single return was 499.99x the buy (49,999x stake). Reaching the 49,999x ceiling happened on 0.003% of buys. Big hits are rare; the typical (median) buy returned 0.14x its cost.