A Colombian Jigsaw Sudoku
(Eingestellt am 14. Juni 2024, 01:18 Uhr von xaviercastle)
This sudoku variation follows the standard rules: each digit from 1 to 6 must appear exactly once in each row, column, and outlined region, with no repetition. In the diagram on the right, the dots above and to the right indicate how many cells in the corresponding column or row will contain the same digit in the solved grid on the left.
Lösungscode: Last row (6th) from left to right.
Gelöst von Ignotus, jalebc, Luigi, Chelo, ryanprobably, marcmees, wdaley1, sanabas, SenatorGronk, Felis_Timon, misko, SeveNateNine, karen_birgitta, logik66, zrbakhtiar, SKORP17, Myxo, Miaocik, sandmoppe
Kommentare
am 15. Juni 2024, 16:15 Uhr von sanabas
Interesting idea. Final step for me was a very sneaky pair to colour, one cell saw both colours and so wasn't either digit, which made it false and resolved the remaining T/F options.
am 15. Juni 2024, 05:43 Uhr von RockyRoer
Here's an online link. I couldn't solve this one though :-/
https://sudokupad.app/440brmv6ao
am 14. Juni 2024, 15:17 Uhr von ryanprobably
Would be nice to have an online link for solving but a nice puzzle nonetheless
