Pointing Pairs - Box to Line Elimination

Pointing pairs connect the logic of a 3x3 box with the logic of a row or column. If every possible place for a digit inside one box falls on the same row, then that digit cannot appear anywhere else in that row outside the box. The same rule applies to columns.

This technique is one of the most productive eliminations in Hard Sudoku because it removes candidates without needing a long chain. It often appears right after you clean the board with singles and pairs.

Identifying Pointing Pairs

Look inside a single box and focus on one digit. If that digit appears as a candidate in two or three cells, and all those cells lie on the same row, you have a pointing pair or pointing triple. Remove that digit from any other candidate cells on the same row outside the box.

The same pattern works vertically if all the candidate cells align in one column.

Box-Line Reduction

Box-line reduction is the same relationship viewed from the row or column side. If all candidates for digit 5 in a row happen to sit inside one box, then 5 can be removed from the rest of that box. Many solvers learn both names because you may notice the pattern from either direction.

Frequently Asked Questions

What is a pointing pair in sudoku?

It is a box-to-line elimination where a digit is confined to one row or column inside a box.

What is box-line reduction?

It is the reverse view of the same idea: the row or column confines the candidate to one box.

When do pointing pairs matter?

They matter from challenging level onward and show up frequently in hard puzzles.