A chain of two-candidate cells: whichever way the first goes, one end is the same digit.
What to look for
Start at a two-candidate cell, say Z and A. Step to a two-candidate cell it sees that has A, say A and B, then to one with B, and so on. When you reach a cell whose second digit is Z again, the chain runs from Z to Z. Then look at the cells that see both ends.
Why it works
If the first cell is not Z, it is A, which makes the next cell B, and so on down the chain, until the last cell has to be Z. So one end is always Z, and a cell that sees both ends cannot be.
Practise it
Puzzles that need it: Evil sudoku
On a real puzzle
XY-chain
Follow the chain of two-digit cells: one of its two ends must be 2.
So 2 can go from the highlighted cells.
The cells that show the pattern are in amber, the cells it changes in green, and the candidates it removes are circled.