Co-Prime Killers
(Eingestellt Gestern, 23:19 Uhr von Reaperskill)
I promise not every puzzle I make will consist of a grid entirely filled by killer cages none of which state what their total is. But also, while this is my second it's definitely not my last
Rules
1] Normal 8x8 Sudoku rules apply.
2] No two orthogonally adjacent digits may share a divisor. [e.g. A 6 may not be next to a 4 because they are both divisible by 2, and it may not be next to a 3 because they are both divisible by 3.]
3] The cages, which entirely cover the grid, are "killer cages" for which the totals must be determined. Digits may not repeat within a killer cage, and its value is equal to the sum of the digits within.
4] No two orthogonally adjacent Killer Cages may share a divisor. [e.g. A cage summing to 28 may not share an edge with a cage summing to any other even number, nor to a cage summing to 7 or 21]
Rules
1] Normal 8x8 Sudoku rules apply.
2] No two orthogonally adjacent digits may share a divisor. [e.g. A 6 may not be next to a 4 because they are both divisible by 2, and it may not be next to a 3 because they are both divisible by 3.]
3] The cages, which entirely cover the grid, are "killer cages" for which the totals must be determined. Digits may not repeat within a killer cage, and its value is equal to the sum of the digits within.
4] No two orthogonally adjacent Killer Cages may share a divisor. [e.g. A cage summing to 28 may not share an edge with a cage summing to any other even number, nor to a cage summing to 7 or 21]
Lösungscode: The eight digits of the bottom row, left to right
Gelöst von TheCutmaster
