Last Free Cell
When a row, column or box has eight digits filled, the ninth is decided — no reasoning required.
One page per technique — what it is, how to spot it, and when it is worth the effort.
When a row, column or box has eight digits filled, the ninth is decided — no reasoning required.
A digit that cannot go anywhere else in a box belongs in the one cell that is left.
Count what a single cell cannot be. If eight digits are excluded, the ninth is forced.
A cell with exactly one candidate left. Also called a naked single.
A digit that appears as a candidate in only one cell of a unit — even if that cell has other candidates too.
Two cells in a unit with the same two candidates lock those digits out of every other cell.
Two digits confined to the same two cells of a unit, hidden among longer candidate lists.
A digit confined to one row or column within a box can be eliminated from the rest of that line.
Three cells in a unit sharing three candidates between them, in any combination.
A digit restricted to the same two columns in two different rows can be eliminated from the rest of those columns.
The X-Wing pattern with three rows and three columns instead of two.