Academy
Hidden PairHidden Pair sudoku technique
A hidden pair hides in plain sight: two digits that can only be placed in the same two cells of a unit. Those cells may show four or five pencil marks each, which is exactly why players miss it — but since the two digits must occupy the two cells between them, every other candidate written there is dead weight and can be erased.
How to find a hidden pair
- For a stuck unit, check each missing digit and note which cells could take it.
- When two digits share the same two possible cells, you have the pair.
- Delete all other candidates from those two cells, leaving only the pair.
- The cleaned-up cells frequently collapse into naked singles or feed a pointing pair.
The pattern on the grid
A real position — every pencil mark computed, every red candidate a verified elimination. Toggle to see the grid after the move.
Hidden Pair 38: r1c4, r1c5 => r1c4<>56, r1c5<>25
047009001038140740160747830803070440400000000070004103080403000634200500021960304
Standard 81-character format (0 = empty) — paste it into your solver of choice and verify the move yourself.
Worked example
The cells r1c4, r1c5 form a hidden pair on {3, 8}. Those digits are consumed inside the set however they distribute, so the shared unit sweeps them out everywhere else: r1c4 loses 56, r1c5 loses 25. Check the pencil marks in the diagram — every elimination is verifiable by eye.
When it fails
Confirm both digits are genuinely limited to the same two cells; a third possible home for either digit breaks the pair. This is where sloppy pencil marks hurt most — a missing mark fakes a pair that isn't there.
Puzzles that need it
These grids come from rated games on this site — our solver confirmed that hidden pair was part of the shortest solving path for each one.
000306010105020600060400020200000108070090060908000007030002080009050402020904000
300700008002031700070082010068000009027000180900000270040810060001650300700003001
090804020400705001000090000620000054007000300930000012000050000800407003040103060
Every string is the standard 81-character format (0 = empty) — paste it into any solver to verify the rating and the solving path yourself. Want to try one under the clock? Play a free puzzle — no account needed — or create an account to train specific difficulty tiers.