About the Sunday, 11 October 2026 puzzle
This is the hard 7×7 Quilt board published on Sunday, 11 October 2026: a 7×7 grid divided into 20 cages, none of them single-cell freebies. Fill every row and column with the numbers 1 to 7 without repeating one, so that each cage reaches its target. It is a KenKen-style math and logic puzzle — the genre also known as calcudoku or mathdoku — and like every Quilt board it is solvable by deduction alone, with no guessing required.
Cage targets
- 72×(3 cells)
- 14×(2 cells)
- 8+(2 cells)
- 12×(3 cells)
- 12×(2 cells)
- 1−(2 cells)
- 24×(3 cells)
- 4−(2 cells)
- 9+(2 cells)
- 14×(2 cells)
- 2÷(2 cells)
- 84×(3 cells)
- 9+(3 cells)
- 42×(2 cells)
- 24×(3 cells)
- 11+(2 cells)
- 20×(2 cells)
- 35×(3 cells)
- 15×(3 cells)
- 11+(3 cells)