Each round has its own number, which places the moles in the seven holes; every placement is equally likely. You win the round when your hole has a mole in it.
We choose our server seed before you bet and show its fingerprint. This commits us to that seed.
Your seeds place the moles among seven holes each round. You win when your chosen hole contains a mole.
Rotate your seed to reveal ours. Use both seeds and the bet number to recheck any past result.
export function generateMolesPositions(float: number, moleCount: number): number[] {
// Uniformly choose which holes hide a mole; every C(7, moleCount) layout is
// equally likely, so each hole is a mole with probability moleCount / 7
// exactly. Returned ascending.
return uniformCombinationFromFloat(float, MOLES_HOLES, moleCount);
}
| Rounds won | Chance to get there | Pays | RTP |
|---|---|---|---|
| 1 | 14.29% | 6.86× | 98% |
| 2 | 2.04% | 47.06× | 96.04% |
| 3 | 0.29% | 322.83× | 94.12% |
| 4 | 1 in 2,400 | 2,214.61× | 92.24% |
| 5 | 1 in 16,800 | 15,192.19× | 90.39% |
| 6 | 1 in 118,000 | 104,218.45× | 88.58% |
| 7 | 1 in 824,000 | 714,938.56× | 86.81% |
| 8 | 1 in 5.76M | 4,904,478.51× | 85.08% |
Theoretical RTP: 98%.
Each win pays its fair multiplier × 0.98.
multiplier = 0.98 × 7 ÷ molesYour chance of getting through a step is exactly 1 ÷ its fair multiplier, so each win returns 98% of its stake on average.
Reproduce these results with the inputs below.