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Nurikabe

Islands of the right size in one connected sea.

Start level 1 83 levels

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How to play

  • Shade cells so each number sits in a white island with exactly that many cells.
  • Every island holds exactly one number.
  • All shaded cells form one connected sea, with no 2 × 2 block fully shaded.

The Islands (1, 2, 3, and 4)

Each number sits in a white island with exactly that many cells. Islands never touch along a side.

1234
✓ Correct Islands of sizes 1, 2, 3, and 4. Every island has its exact number of cells and is isolated by the sea.
1234
✗ Wrong Islands 1 and 2 touch along a side. Islands cannot share an edge and must be separated by shaded cells.
1234
✗ Wrong Island 3 has only 2 cells. Every island must contain exactly its given number of cells.

The Sea (no 2x2 and connected)

All shaded cells form one connected sea, with no 2 x 2 block fully shaded.

1234
✓ Correct The shaded sea forms one single connected group, with no 2x2 square of shaded cells anywhere.
1234
✗ Wrong A 2x2 block of shaded cells. The sea cannot contain any fully shaded 2x2 square.
1234
✗ Wrong Disconnected sea: the shaded cell in the top-left corner is cut off from the rest of the sea.
A small Nurikabe, solved.