Toroid Minesweeper — Easy
↕ all edges connect ↔
Left-click to reveal | Right-click to flag | 🙂 to reset | All edges wrap around!
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What is Toroid Minesweeper?
Toroid Minesweeper is a variant of classic Minesweeper played on a surface that wraps in every direction — the left edge connects to the right edge and the top edge connects to the bottom edge. Mathematically this forms a torus (donut shape), which is why it's called a toroid.
The consequence is that there are no borders anywhere on the board. Every single cell has exactly eight neighbors, including cells that appear to be in a corner or along an edge. This eliminates the easier deductions that border cells provide in classic Minesweeper, making the game consistently more demanding from start to finish.
How to Play
- Left-click a cell to reveal it. Empty cells (0) auto-expand through all connected empty neighbors, wrapping across edges as needed.
- Right-click to cycle a cell through flag (🚩), question mark (❓), and unmarked states.
- Double-click a revealed number to chord — if the right number of flags surround it, all remaining neighbors are revealed at once.
- The 😊 button resets to a fresh board. Your timer starts on your first click.
- Remember: all four edges connect. A cell in the top-left corner neighbors cells in the top-right, bottom-left, and bottom-right corners.
Difficulty Levels
- Easy — 9×9 board, 10 mines. A good starting point for getting used to full-wrap logic.
- Medium — 16×16 board, 40 mines. The uniform neighbor count starts to make deduction significantly harder than classic Medium.
- Hard — 16×30 board, 99 mines. Dense mine placement with no border relief — a serious challenge even for experienced players.
- Custom — Set your own rows, columns, and mine count for a fully tailored game.
Strategy Tips
- Forget the edges. Every cell has eight neighbors. Don't look for easy border deductions — they don't exist here. Treat every cell identically.
- Corner connections matter. A cell that appears to be in the top-right corner neighbors cells in the bottom-left region through the wrap. Track these cross-board constraints carefully.
- Cross-edge subsets. Two numbered cells on opposite sides of the board may share hidden neighbors through the wrap, enabling subset eliminations that are invisible on a flat grid.
- No Guess mode generates boards that are always logically solvable without any guessing. Use it to focus purely on deduction.
- Chord for speed. Once a number's mines are all flagged, double-click to reveal all remaining neighbors in one move and improve your 3BV/s.
Toroid vs. Other Variants
- Classic Minesweeper — flat grid with hard borders on all four sides; corner and edge cells have fewer neighbors.
- Cylinder Minesweeper — left and right edges connect, but top and bottom remain fixed borders.
- Toroid — all four edges connect (left↔right and top↔bottom); no borders, no corners, every cell has exactly eight neighbors.