
The Naked Quadruple expands on the logic of Naked Triples but uses four cells and four digits within a unit (row, column, or block). If four cells in a unit collectively hold exactly four unique candidates, those digits must fill one cell each and are eliminated from other cells in the same unit.

Learn the core sudoku rules Full House and apply strategy in Sudoku Star! Boost your logic skills and enjoy every puzzle!

Learn the core sudoku rules Naked Single and apply strategy in Sudoku Star! Boost your logic skills and enjoy every puzzle!

Learn the core sudoku rules Hidden Singles and apply strategy in Sudoku Star! Boost your logic skills and enjoy every puzzle!

Learn the core sudoku rules Locked Pair and apply strategy in Sudoku Star! Boost your logic skills and enjoy every puzzle!

A Locked Triple occurs when three cells in the same house (row, column, or block) contain only three candidates between them. These candidates may be distributed across the three cells in any combination, but they do not appear elsewhere in that house. This allows for the elimination of these candidates from other cells in the same house.

Locked Candidates is a technique where a candidate number is confined to a specific row or column within a block, allowing eliminations in the corresponding row or column outside that block, or vice versa. This technique has two variations: Pointing and Claiming.

A Naked Pair occurs when two cells in the same house (row, column, or block) contain only the same two candidates. Since these two candidates must occupy these two cells, they can be eliminated from all other cells in the same house.

A Hidden Pair occurs when two cells in the same house (row, column, or block) are the only two cells that can accommodate two specific candidates. Although these cells may have other candidates, the two specific candidates are hidden among them. Once identified, other candidates can be eliminated from these two cells.

A Naked Triple occurs when three cells in the same house (row, column, or block) contain only three candidates between them. These candidates may be distributed across the three cells in any combination, but they do not appear elsewhere in that house. This allows for the elimination of these candidates from other cells in the same house.