Killer Pentominoes
(Eingestellt am 12. August 2025, 06:08 Uhr von Die Hard)
Intro
I always wanted to set a killer sudoku where none of the cages or cage totals are given...
Rules
Normal sudoku rules apply. Place a pentomino (ie: an orthogonally connected set of 5 cells) within each of the non-shaded sudoku boxes such that:
- Each pentomino has a different shape (regardless of rotation or reflection).
- The number of sides/edges in the perimeter of each pentomino is at least 2 greater than the number of the sudoku box containing it (eg: a T pentomino has 8 sides/edges, so can only live in boxes 2-6).
- The digits in each pentomino sum to a total which is even, unique across the grid (ie: no 2 pentominoes have the same sum), and a multiple of the box number containing it.
The two extra areas are intended for note taking. You should clear these before checking your solution.
Please leave a comment if you enjoy this puzzle.
Lösungscode: All 9 digits in row 1.
Gelöst von spookyripper, lmdemasi, ManlyPebbles, tuturitu, Gilliatt, Dot, Blake Saligia, SKORP17, trashghost
Kommentare
am 12. August 2025, 12:48 Uhr von Dot
It was pleasure :)