Adjacent 3s
Two 3s side by side: the outer edge of each one — the side facing away from its partner — is always a line.
How it works
- 1Two 3s sharing an edge, with nothing else on the board. A 3 has exactly one blank side, so each cell is one X away from being fully drawn.
- 2Suppose the left 3's OUTER edge were that blank side. Then it takes its top, its bottom, and the edge it shares with its neighbour.
- 3The dot at the top of the shared edge now carries two lines — the left 3's top and the shared edge — so everything else there is blank, including the right 3's top. The dot at the bottom kills the right 3's bottom the same way, stranding it with only two usable sides.
- 4So the left 3's outer edge is a line, and by the mirror image so is the right 3's. Both are forced without ever deciding the shared edge, which really is still open here.
- Edge the technique adds
- Cells that establish the pattern