Pointing pair: sudoku technique
Within a box, a number is confined to one line, so the rest of that line can't use it.
How it works
Pick a box and a number. If all the places that number can go in the box sit in the same row, then the number in that box will end up in that row, wherever it lands exactly.
Since a row holds each number only once, you can erase it from the cells of that row outside the box. The same is true for columns. With three aligned cells, the logic is identical, even though the name says pair.
Worked example
This example comes from a real puzzle in our collection, at the exact moment the technique applies.
Here is the board at that moment, with the candidates still open in each empty cell. Earlier steps may already have ruled some out.
1595927386487241635359463589271279245458376251573169248576287815492733749639251347823525858741235962357145793968235723457257In this box, the candidate only appears along one line. The cells that matter are highlighted.
1595927386487241635359463589271279245458376251573169248576287815492733749639251347823525858741235962357145793968235723457257The result: one candidate goes. 2 leaves row 8, column 2.
1595927386487241635359463589271279245458376251573169248576287815492733749639251347823525858741235962357145793968235723457257
Where you'll need it
Pointing pairs are a staple of medium boards and a frequent first step in harder ones.