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Mines

A 5×5 grid. 3 bombs hidden. Reveal safe tiles to multiply your bet. Cash out before you blow up.

How multipliers scale (3% house edge)
1 mine · 5 gems1.21× · 10 gems = 1.62×
3 mines · 5 gems1.96× · 10 gems = 4.90×
5 mines · 5 gems3.32× · 10 gems = 17.16×
10 mines · 5 gems17.16× · 10 gems = 1055.84×
More mines = exponentially higher payouts but exponentially more chance of busting. 24 mines means there’s only 1 safe tile in the entire grid — lottery-mode.
For entertainment only. No real money. The virtual chips on this page have no cash value and cannot be redeemed, traded, exchanged, or converted. We do not accept deposits, hold funds, or process withdrawals. 21+. If gambling is a problem for you, call 1-800-GAMBLER or visit ncpgambling.org.

About Mines

RTP99%
House edge1%

Overview

Mines is a casino take on Minesweeper. A 5x5 grid contains a chosen number of "mines"; the remaining squares are "gems." You reveal squares one at a time. Each gem reveal increases your potential payout; revealing a mine ends the round and you lose. Cash out at any point to lock in your current multiplier. House edge of ~1% in fair implementations.

How to play

Choose how many mines to place on the 5x5 grid (between 1 and 24). The site randomly hides them. Click squares to reveal gems. Each gem revealed multiplies your current potential payout by (25 − N + 1) / (gems_remaining − mines), where the formula is calibrated for a small house edge. Cash out at any moment to receive your bet × current multiplier. Click a mine and lose everything.

Optimal strategy

Pre-commit a target multiplier (or equivalently, a target gem count) before starting. Cash out the instant you hit it; do not get greedy. Like all variance games, the math is the same regardless of target — what changes is the distribution of outcomes. Higher mine counts have rarer wins but bigger payouts per cell. The most popular setting (3 mines, target 3-5 gems) has a clean low-variance profile suitable for casual play.

The math behind the house edge

With M mines on a 25-cell grid, revealing the n-th cell pays multiplier (25 − M − (n − 1)) / (25 − M − n + 1) × (1 − h) × prior multiplier. The cumulative payout after revealing k cells without hitting a mine is approximately C(25, k) / C(25 − M, k) × (1 − h). For 3 mines and 5 cells revealed: ~1.95x payout on a 1% edge implementation. For 10 mines and 5 cells revealed: ~9.6x — much higher variance.

Origin & history

Mines mimics Minesweeper, a Windows-era classic, repackaged as a casino multiplier game. Crypto casinos popularized it in 2019-2020.

Payout table

BetPayoutNotes
3 mines, 1 gem revealed1.13x88% hit
3 mines, 5 gems revealed~2.0x~52% reach
10 mines, 5 gems revealed~9.6x~10% reach
10 mines, 10 gems revealed~200x~0.5% reach

Bankroll & session tips

  • Set a session loss limit before you start playing — typically 2-5% of your monthly entertainment budget. Walk away when you hit it.
  • Flat-bet 1-2% of your roll per round. Progressive betting systems (Martingale, Fibonacci) do not change the house edge and accelerate ruin.
  • Track your sessions. Short sessions can swing wildly even at optimal play; long-run results converge close to the published RTP.
  • Take breaks. Tilt — emotional play after losses — bleeds bankroll faster than bad strategy.
  • Variance is real. A 1% house edge does not mean you'll lose 1% every session — it means that's the long-run average. Individual sessions vary wildly.