Stake Mines Strategy: Probability Tables & Optimal Play
Everything you need to know about Mines — probability of survival after each tile, multiplier tables for every mine configuration, conservative vs aggressive approaches, and why pattern-based strategies are myths.
Table of Contents
1. How Mines Works
Mines is a Stake Original game played on a 5x5 grid (25 tiles). Before each round, you choose how many mines to hide in the grid — anywhere from 1 to 24. The remaining tiles contain gems.
Each time you click a tile and reveal a gem, your multiplier increases. You can cash out at any point to lock in your current multiplier. If you click a tile hiding a mine, the round ends and you lose your bet.
The game is Provably Fair, meaning mine positions are cryptographically determined before you start clicking. Each tile reveal is a genuinely random outcome that you can verify after the round. The house edge is approximately 1%, built into the multiplier payouts.
2. Probability Tables
The probability of safely revealing a gem depends on how many mines are hidden and how many tiles remain. The formula for surviving tile number k (wherek starts at 1) with m mines on a 25-tile grid is:
The cumulative survival probability after n tiles is the product of each individual survival probability. Here are the key tables:
1 Mine (24 Gems)
| Tiles Revealed | Survival Prob. | Multiplier |
|---|---|---|
| 1 | 96.0% | 1.03x |
| 3 | 88.0% | 1.12x |
| 5 | 80.0% | 1.23x |
| 10 | 60.0% | 1.65x |
| 15 | 40.0% | 2.47x |
| 20 | 20.0% | 4.95x |
| 24 | 4.0% | 24.75x |
3 Mines (22 Gems)
| Tiles Revealed | Survival Prob. | Multiplier |
|---|---|---|
| 1 | 88.0% | 1.12x |
| 3 | 67.8% | 1.46x |
| 5 | 49.6% | 2.00x |
| 8 | 27.5% | 3.60x |
| 10 | 17.0% | 5.83x |
| 15 | 3.5% | 28.29x |
| 22 | 0.004% | 2,475x |
5 Mines (20 Gems)
| Tiles Revealed | Survival Prob. | Multiplier |
|---|---|---|
| 1 | 80.0% | 1.24x |
| 3 | 52.2% | 1.90x |
| 5 | 31.9% | 3.10x |
| 8 | 12.2% | 8.12x |
| 10 | 5.4% | 18.34x |
| 15 | 0.3% | 330.75x |
| 20 | 0.0003% | 33,075x |
10 Mines (15 Gems)
| Tiles Revealed | Survival Prob. | Multiplier |
|---|---|---|
| 1 | 60.0% | 1.65x |
| 3 | 25.3% | 3.92x |
| 5 | 8.7% | 11.37x |
| 8 | 1.1% | 90.05x |
| 10 | 0.17% | 582.7x |
| 15 | 0.00003% | 330,750x |
3. Expected Value Analysis
Regardless of how many mines you choose or how many tiles you reveal before cashing out, the expected value is always -1% per bet. This is because the multipliers are calibrated to include the house edge.
The formula is simple: EV = (Survival Probability x Multiplier) - 1. For every configuration, this equals approximately -0.01 (the 1% house edge).
For example, with 3 mines and 5 tiles revealed: 0.496 x 2.00 = 0.99, meaning you lose $0.01 per $1 bet on average. With 10 mines and 1 tile: 0.60 x 1.65 = 0.99 — the same expected loss.
Key insight: The number of mines and tiles you choose affects your variance (how wild your results swing), not your expected return. More mines = higher variance. Fewer mines = lower variance. Both lose 1% long-term.
4. Conservative Strategy: 1-3 Mines
With 1-3 mines, each tile reveal has a high survival probability, making this the safest approach. The trade-off: multipliers are low, so profits come slowly.
- 1 mine, 3 tiles: 88% survival, 1.12x payout. You'll win roughly 7 out of 8 rounds, each paying a modest 12% profit.
- 3 mines, 2 tiles: 77.4% survival, 1.28x payout. Win about 3 out of 4 rounds with a 28% profit per win.
- 3 mines, 5 tiles: 49.6% survival, 2.00x payout. Nearly a coin flip with a double-your-money payoff.
This approach is ideal for grinding — whether you're working toward VIP wager targets or participating in wager races. The low variance means your bankroll stays relatively stable, giving you more rounds of play per deposited dollar.
5. Aggressive Strategy: 10+ Mines
With 10 or more mines, every tile click is a high-risk, high-reward event. Survival rates plummet but multipliers skyrocket.
Consider 10 mines with 5 tiles revealed: the survival probability is just 8.7%, but the multiplier reaches 11.37x. Over 100 rounds, you'd expect to survive about 9 times, collecting 11.37x each time for a total return of ~$102 on $100 wagered — minus the 1% edge.
The math works out the same, but the experience is dramatically different. You'll face long losing streaks (10-15 losses in a row is common) punctuated by large wins. This requires strong bankroll discipline and emotional resilience.
If you adopt this strategy, bet small — 0.5% of your bankroll or less per round. A 15-round losing streak at 1% per bet would cost 15% of your bankroll. At 0.5% per bet, it's only 7.5%.
6. The "One Tile" Strategy
This is the most extreme configuration: 24 mines, reveal 1 tile. There's only 1 gem hidden among 24 mines.
The probability of hitting the single gem is 1/25 = 4%. The multiplier is approximately 24.75x (accounting for the 1% house edge on what would otherwise be 25x).
Is it worth it? Mathematically, the EV is the same -1% as every other configuration. But practically, this is pure lottery-style gambling. Over 100 rounds at $1, you'd expect to win about 4 times for $99 in payouts against $100 in bets.
The variance is extreme. In 100 rounds, there's a 36% chance you win 2 or fewer times (returning $49.50 or less on $100 wagered). There's also a 18% chance you win 6+ times ($148.50+ on $100 wagered). It's a rollercoaster — fun if you can afford it, devastating if you can't.
7. Pattern Myths Debunked
Online forums are full of Mines "strategies" based on supposed tile patterns. Let's address the most common myths:
- "Always click corners first." Mine positions are randomly generated. Corner tiles have exactly the same probability of hiding a mine as center or edge tiles. There are no hot zones or cold zones.
- "If a tile was a mine last round, it won't be this round." Each round uses a completely new random seed. Past mine positions have zero influence on future rounds. This is the gambler's fallacy.
- "Click the same tiles every round for consistency." Since mine placement is random, your tile selection doesn't matter. You could click the same 5 tiles every round or pick randomly — the probability is identical.
- "The game adjusts difficulty after big wins." Stake uses Provably Fair cryptography. Each round's outcome is determined before you start clicking, and you can verify this independently. The game cannot adaptively change mine positions based on your history.
8. When to Cash Out
Since EV is constant, there's no mathematically "optimal" cashout point. But there are practical guidelines:
- Set a target multiplier before you start. Decide in advance how many tiles you'll reveal. This removes emotional decision-making mid-round.
- Don't get greedy after a run. If your plan was to reveal 5 tiles with 3 mines, cash out at 5. Revealing "just one more" adds risk without improving your long-term EV.
- Consider your bankroll context. If a current win would recover a significant portion of session losses, cashing out is psychologically sound even if mathematically neutral.
- Use the auto-cashout feature if available. It removes the temptation to continue clicking after you've reached your target.
9. Conclusion
Mines is a beautifully simple game with transparent math. Every configuration has the same 1% house edge — the only variable is how much variance you want. Key takeaways:
- 1-3 mines for low variance grinding, 10+ mines for high-risk thrills
- Every configuration has the same -1% EV — mine count only changes variance
- Tile patterns are myths — each round is completely independent
- Set your cashout target before you start clicking
- Use our free Mines simulator to test strategies risk-free
Test Your Mines Strategy Risk-Free
Reveal tiles, track survival rates, and find your preferred mine count in our free simulator.
18+ | Play responsibly | Gambling involves risk


