Single
Finds a cell whose digit, or a digit whose place, is already decided.
5 techniques
The techniques this site's puzzles actually use. Every one of them is shown on a real board.
155 techniques
Finds a cell whose digit, or a digit whose place, is already decided.
5 techniques
Uses the candidates a placement has just removed to find the next placement.
3 techniques
Candidates confined to a line-box crossing are removed from the rest of the line or box.
3 techniques
A set of cells holding exactly as many digits, which then belong to nobody else.
10 techniques
A digit that lines up in equally many rows and columns is removed where they do not meet.
8 techniques
Strong and weak links alternate along a chain, and its ends force a conclusion.
5 techniques
Branches through cells with few candidates, ruling out candidates incompatible with every branch.
4 techniques
Branches through cells with few candidates, ruling out candidates incompatible with every branch.
9 techniques
Pairs an almost-locked set with an almost-hidden set across two houses, and removes what they cannot share.
2 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
8 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
3 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
24 techniques
Candidates confined to a line-box crossing are removed from the rest of the line or box.
1 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
2 techniques
Candidates that close into a loop rule out what lies inside or outside it.
4 techniques
Fills a line-box overlap with two candidate sets, and removes those candidates outside the sets.
2 techniques
Uses equal-sized groups of rows, columns, or boxes where one digit appears only across the other group.
17 techniques
Assumes a pattern that would break the single solution, and prevents it.
1 techniques
A set of cells holding exactly as many digits, which then belong to nobody else.
1 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
3 techniques
Places a candidate, finds the contradiction it causes, and removes it.
1 techniques
A group holding one more digit than it has cells, related to another such group.
1 techniques
Combines the constraints of a larger arrangement to narrow the candidates.
1 techniques
Strong and weak links alternate along a chain, and its ends force a conclusion.
16 techniques
A group holding one more digit than it has cells, related to another such group.
5 techniques
Because the puzzle has exactly one solution, any pattern that would give two can be ruled out.
2 techniques
Places a candidate, finds the contradiction it causes, and removes it.
1 techniques
Uses the symmetry of the givens and the pairing of digits it implies.
1 techniques
Places a candidate, finds the contradiction it causes, and removes it.
3 techniques
Follows every branch of a choice and keeps what they all agree on.
7 techniques
Candidates that close into a loop rule out what lies inside or outside it.
1 techniques
Counts candidates across overlapping regions and removes what cannot fit.
1 techniques