Last cell standing in a row

A row or column with no crown still needs exactly one. If all but one of its cells are ruled out, the remaining cell must hold a crown, whichever region contains it.

This rule is different from scanning a region. A cell can be forced by its row even when its colored region still has several candidates elsewhere.

Why it works

Rows and columns follow the same counting rule as regions: each needs exactly one crown. When every cell but one in a row is ruled out, that cell is forced — even if its own region still has other options. The row decides for the region.

How to spot it fast

Common mistakes

Try one move

Tap the cell that must hold a crown. This is a real position from 5×5 puzzle #5-standard-001.

👑 placed crown · × already ruled out · · still a candidate. Row and column numbers start at 1.

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5

Try it on a practice puzzle

A real example from the game

This position comes from 7×7 puzzle #3, after 6 earlier deductions. The highlighted cells show where the technique applies.

Only one safe spot in the row

Row 5 has exactly one cell where a crown can legally sit — R5C5. That row's crown is settled.

Play this board and look for the same move yourself.

How often this technique appears

Across all 4,000 levels, our logic engine needs this technique on the following share of boards at each size:

Board sizeBoards that need it
5×550%
6×654%
7×748%
8×860%
9×954%
10×1075%
11×1150%
12×1270%

Questions about this technique

Why does a row force a crown when its region has other cells?

Each row needs exactly one crown. If only one legal cell remains in the row, the row's crown must go there, and the region's other cells are then eliminated.

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