PentominonimotneP
(Eingestellt am 19. März 2024, 10:42 Uhr von FJL)
Normal sudoku rules apply.
16 pentominoes are hidden in the grid. They are not overlapping and two pentominoes of the same shape cannot touch, even diagonally. Digits cannot repeat within a pentomino. The small numbers in the corner of some cells, indicate the sum of the squares of the pentomino that cell belongs to. The grey circle does not belong to a pentomino.
The grey lines are palindromes - i.e. cells on an equal distance from the center of the line contain the same digit AND are part of pentominoes of the same shape. None of the cells along a palindrome belong to the same pentomino (but different palindromes can pass through the same pentomino).
Reflections and rotations of a pentomino does not count as changing the shape or type in this puzzle.
Penpa+: https://tinyurl.com/26u7bwpp
SudokuPad: https://sudokupad.app/xn41sccqjy
Lösungscode: Row 5
Kommentare
am 23. September 2024, 11:28 Uhr von Tacosian
Unfortunately I've come to the same conclusion as zzw and ClashCode. I wanted to find a way for the puzzle to work, but it doesn't.
am 1. Mai 2024, 21:09 Uhr von ClashCode
I agree with zzw, interesting idea but ends in a deadly pattern and neither solution is the code.
am 30. April 2024, 17:31 Uhr von zzw
I believe I've solved this puzzle (there's a deadly pattern at the end that can be resolved by changing one of the clues--I think changing <25 to <24 in r6c8 will keep most of the logic intact). However the solution code is not accepted, using either resolution of the deadly pattern.
Overall, it was a very nice puzzle, that resolves with surprisingly little information. The beginning was rather tedious for me, and I basically had to bifurcate through it, but after I managed to get the first handful of pentomino cells it became much more pleasant. It's definitely quite difficult--there's no way this is a 3/5, in my opinion it's a solid 5/5.
am 20. März 2024, 20:56 Uhr von FJL
Clarified the rules.
am 20. März 2024, 20:54 Uhr von FJL
Yes, they do. I will clarify that in the rules.
