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Mines Guides: Exact Odds, Multipliers and Provably Fair Play
Mines hides its math behind a 5×5 grid, but every pick has an exact probability. Start here for the odds, the multipliers and practical guides to playing Mines.
| Grid | 5×5 = 25 tiles; 1 to 24 mines |
|---|---|
| Chance of k safe picks | C(25−m, k) ÷ C(25, k) |
| 1 mine, first pick | 96% safe |
| 3 mines, 5 picks | 49.57% safe; 1.9974x at a 1% edge |
| Our data | Exact odds for every mines × picks combination |
All guides in this section
Mines is a crypto casino game played on a 5×5 grid. You choose how many mines to hide among the 25 tiles, then reveal tiles one at a time. Every safe tile raises your multiplier; one mine ends the round. It feels like a game of nerve, but underneath it's exact probability: with 3 mines, your chance of 5 safe picks in a row is 49.57%.
Our Mines guides give you that math in full, so you can see what every cash-out point really costs before you click.
How Mines works
- Choose 1 to 24 mines. More mines means bigger multipliers and lower odds.
- Bet, or use play credits in a demo.
- Reveal tiles. Each safe tile increases the multiplier on offer.
- Cash out or keep going. Hit a mine and the stake is lost.
In provably fair versions, the mine positions come from a server seed whose hash you see before the round, combined with your client seed and a nonce. One major operator's game documentation describes Mines on this 5×5 grid, and its implementation notes show how seeds become results.
Mines odds: the key numbers
Picking tiles is drawing without replacement, the hypergeometric case. For "all picks safe" it becomes a ratio of binomial coefficients:
P(k safe picks) = C(25 − m, k) ÷ C(25, k); multiplier at a 1% edge = 0.99 ÷ PExample, 3 mines and 5 picks: C(22, 5) ÷ C(25, 5) = 26,334 ÷ 53,130 = 49.57%, so 0.99 ÷ 0.4957 = 1.9974x.
| Setting | Chance all safe | Fair multiplier | Multiplier at 1% edge (example) |
|---|---|---|---|
| 1 mine, 1 pick | 96.00% | 1.0417x | 1.0312x |
| 1 mine, 3 picks | 88.00% | 1.1364x | 1.1250x |
| 1 mine, 5 picks | 80.00% | 1.2500x | 1.2375x |
| 3 mines, 1 pick | 88.00% | 1.1364x | 1.1250x |
| 3 mines, 3 picks | 66.96% | 1.4935x | 1.4786x |
| 3 mines, 5 picks | 49.57% | 2.0175x | 1.9974x |
| 5 mines, 1 pick | 80.00% | 1.2500x | 1.2375x |
| 5 mines, 3 picks | 49.57% | 2.0175x | 1.9974x |
| 5 mines, 5 picks | 29.18% | 3.4269x | 3.3926x |
| 10 mines, 1 pick | 60.00% | 1.6667x | 1.6500x |
| 10 mines, 3 picks | 19.78% | 5.0549x | 5.0044x |
| 10 mines, 5 picks | 5.65% | 17.6923x | 17.5154x |
House edges vary by game, so we use 1% as an example. To find a game's real edge, multiply the multiplier it shows by the matching chance in the table: a product of 0.99 means a 1% edge.
How to use our Mines guides
- Mines demo guide: full odds and multiplier tables for 1, 3, 5 and 10 mines, a step-by-step worked example of the formula, why free play is useful, how to check a game's edge from its multipliers, and provably fair basics.
More Mines guides are on the way. In the meantime, our data page has the complete odds grid for every number of mines and picks as a download.
What the numbers mean for strategy
Every Mines multiplier is the inverse of a probability with the house edge taken off. That means:
- No setting is better value. 1 mine with 12 picks and 10 mines with 2 picks have different hit rates and payouts, but at the same edge they cost the same per unit bet.
- Patterns don't exist. Mine positions are drawn fresh each round. Corners, diagonals and "safe" spots have no edge.
- Predictors can't work. Positions come from a hash committed before you click; nobody can reverse it in advance.
What you control is variance and discipline: pick your mine count and cash-out point before the round, and stick to them.
Playing Mines with crypto and USDT
Mines is native to crypto casinos, and playing with USDT keeps your bankroll in dollar terms while you play. Keep deposit fees small relative to your bankroll; our USDT guides explain networks and costs. When you switch from demo to real money, verify a few rounds yourself with your own client seed.
If you enjoy Mines, the same exact-probability approach applies to crypto dice, where you choose the win chance, crash games, where the chance of reaching x is 99% ÷ x, and Plinko, where landing odds follow the binomial distribution. Set a budget first: in every one of them, the house edge is the price of play.
Frequently asked questions
How does the Mines game work?
You choose how many mines (1 to 24) hide among 25 tiles, place a bet and reveal tiles one by one. Each safe tile raises your multiplier, and you can cash out at any time. If you reveal a mine, the round ends and you lose your stake.
What are the odds of winning at Mines?
It depends on the number of mines and how many tiles you pick. The chance that k picks are all safe with m mines is C(25−m, k) ÷ C(25, k). With 1 mine, the first pick is safe 96% of the time; with 10 mines, 60%; with 24 mines, 4%.
Is Mines rigged?
A provably fair Mines game commits to a hashed server seed before you play, so mine positions can't be changed after you bet. You can verify each round once the seed is revealed. That proves the results weren't altered; it doesn't remove the house edge built into the multipliers.
What is the best number of mines to choose?
No setting changes the house edge; it only changes volatility. Few mines give frequent small wins, many mines give rare big multipliers. Use our odds tables to pick a combination of mines and cash-out point whose hit rate you're comfortable with.
Sources
- Binomial Coefficient — Wolfram MathWorld
- Hypergeometric Distribution — Wolfram MathWorld
- Provably Fair: Game Events — Stake.com
- Provably Fair: Implementation — Stake.com