Place the digits 1–4 in the grid so that each digit appears exactly once in every row, every column, and every 2×2 box.
The entire grid must be partitioned into hidden Killer cages satisfying all of the following:
Each cell has two numerical attributes:
Thus, all cells belonging to the same Killer cage have the same VALUE. For example, if a cage contains the DIGITS 1 and 3, then both cells in that cage have VALUE 4.
Different Killer cages may have the same VALUE.
None of the four corner cells may have VALUE 6.
Each cell also has a MOD-VALUE, obtained from its VALUE modulo 4 and represented using the numbers 1–4:
For example, VALUES 5, 6, 7, and 8 have MOD-VALUES 1, 2, 3, and 4 respectively.
Rows are numbered 1–4 from top to bottom, and columns are numbered 1–4 from left to right.
For every cell:
Within each 2×2 box, the four cell positions are indexed as follows:
1 2 3 4
For every cell, its MOD-VALUE must not equal its position index within its 2×2 box.
Lösungscode: The VALUES in Row 2 from left to right, followed by the VALUES in Column 1 from top to bottom, 8 numbers in total.
am 31. August 2026, 22:50 Uhr von drbs
Are you serious?
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Hi drbs! Thanks for giving the puzzle a try!
Did you get stuck at some point, or is there a rule that feels unclear? Please let me know if anything doesn’t make sense and I’d be very happy to help.
--DylanRay