Shade exactly two cells in each region so that every shaded cell touches one and only one other, forming dominoes across the whole grid.
The grid is divided into outlined regions. Your task is to shade exactly two cells inside each region, and every shaded cell must touch precisely one other shaded cell edge-to-edge, so the shading always comes in two-cell dominoes. Mark cells you have ruled out to keep your deductions straight. Solve the whole grid and the puzzle is complete.
The rules here belong to an established Nikoli puzzle type published as Norinori: shade exactly two cells in every outlined region, and every shaded cell must touch precisely one other shaded cell edge-to-edge.
Because the shading always resolves into two-cell dominoes, and because a domino may straddle a region border, the two constraints are constantly in tension.
That tension is the whole puzzle. A region's pair is easy to place in isolation and almost never placeable in isolation — the partner cell may belong to a neighbour that has already spent its allowance — so the solve propagates outward rather than region by region.
Domino Shade is a free browser version of Norinori, the classic region-shading pencil puzzle: shade exactly two cells in every region, each touching precisely one other shaded cell. Three sizes, daily boards, and endless practice, no download or sign-up needed.