Moles is a FakeStake original casino game built on whack-a-mole mechanics. Seven holes, between 1 and 6 hidden moles chosen by you, and eight picks per round — every hole you click either hits a mole (your multiplier grows) or misses (round ends, stake lost). You can cash out any time after the first hit. It plays like Mines but with a cleaner risk-reward dial: more moles = more chances to hit but smaller multiplier growth, fewer moles = fewer chances but exponential multiplier scaling. The max theoretical win is 5,649,505× at 1 mole across 8 consecutive hits — statistically rare but real. This guide covers how Moles works, the full multiplier formula, optimal mole counts, cashout strategy and the published RTP.
What is the Moles Game?
Moles is a pick-em style casino game where moles are hidden behind 7 holes arranged in a hexagonal 2-3-2 pattern. Before each round you set the mole count (1-6) and your stake. The engine randomly places that many moles behind holes you can't see. Each click reveals whether that hole was safe (no mole) or a hit (mole underneath). Unlike Mines where bombs end the round, in Moles a hit is the win — you're trying to find moles, not avoid them. Miss an empty hole and the round ends with all mole positions revealed. It's the inverse psychology of Mines with slightly gentler scaling at high mole counts.
How to Play Moles
Moles is a short decision loop: pick count, click holes, decide when to stop.
- Enter your bet amount.
- Select number of moles (1-6). Fewer moles = steeper multipliers, more moles = easier hits.
- Click Bet. Three preview moles briefly show so you know the theme.
- Click any hole to pick it. A hit grows your multiplier; a miss ends the round.
- You can cash out any time after the first hit — click Cash Out to lock in the current multiplier.
- Max 8 picks per round. Repeats allowed — the same hole can hide multiple moles if you've selected more than a few.
Moles Multiplier Formula & Table
Moles uses a clean exponential formula: M(k) = 0.98 × (7 / moles)^k where k is your hit count. The 0.98 factor bakes in the 2% house edge. That means each additional hit multiplies your current payout by 7/moles — massive growth at 1 mole (7×/hit), moderate at 3-4 moles (2.3×/hit), gentle at 6 moles (1.17×/hit).
| Moles | After 1 hit | After 4 hits | After 8 hits (max) |
|---|---|---|---|
| 1 mole | 6.86× | 2,352× | 5,649,505× |
| 2 moles | 3.43× | 147× | 22,068× |
| 3 moles | 2.29× | 29× | 795× |
| 4 moles | 1.72× | 9.2× | 86× |
| 5 moles | 1.37× | 3.7× | 13.7× |
| 6 moles | 1.14× | 1.8× | 2.96× |
Moles Strategy — Which Mole Count to Pick
Moles' RTP is 98% at every mole count, so the choice is purely variance. 1 mole is pure jackpot hunting — 14.3% chance of any hit per click, but an 8-hit streak is ~5.6M×. Most rounds end on the first miss with zero return. 3-4 moles give readable sessions — hit probabilities above 40% per click and multipliers in the 2-30× range after a handful of hits. 6 moles is low variance, low reward: you'll hit a lot but the multiplier barely moves. For a practice session pick 3 or 4. For a jackpot chase, drop to 1 or 2 and accept the variance.
Moles vs Mines — Which is Better?
Moles and Mines are mirror images with the same RTP (98-99% range). In Mines you're avoiding bombs — fewer bombs = easier but smaller multipliers. In Moles you're finding moles — fewer moles = harder but bigger multipliers. Mines typically lets you cash out more gradually because you can keep clicking safe tiles on a sparse board. Moles caps you at 8 picks per round regardless, so high mole counts can't grind infinitely. Both are skill-free once you pick your count — just math from there. Pick whichever theme you prefer; the odds are equivalent.


