Beispiel mit den blauen Feldern und einer gültigen 7ner-Diagonalen
Lösungscode: Reihe 4&7
am 12. Mai 2023, 14:56 Uhr von lerroyy
Really liked the start, but I had a lot of trouble finding the longest diagonal. Apart from that step, I had a very fun solve.
am 1. Oktober 2021, 02:20 Uhr von Vebby
Wow, this is unlike anything I've solved before; some very interesting logic. Had to trial and error a bit with respect to placement of the extra region and the largest diagonal. Great satisfaction to get the correct solution. Thanks ICHTUES!
am 20. Dezember 2020, 18:06 Uhr von DiMono
After solving this yesterday by basically brute forcing it, today I sat back down with it and took a more experimental approach. I was able to get almost all the way through with elegant logic, until the end when I couldn't find a quick contradiction to rule out one of two remaining options.
Having gone back to pointedly solve it without guesswork, I think this is a wonderful puzzle (even if I wasn't able to finish quite as elegantly as I would have liked), and it's definitely worth taking some time on.
ICHTUES, I've updated my hidden comment with the point I was able to get up to. Would you be able to respond to it with what I missed?
am 5. Dezember 2020, 08:20 Uhr von ICHTUES
added an extended title
am 22. November 2020, 16:59 Uhr von SKORP17
Ich nehme doch mal an, die Diagonalen dürfen durch die Extra-Box verlaufen ? Und dürfen die Diagonalen auch gemeinsame Felder haben?
Ja, dies ist alles erlaubt.
am 16. November 2020, 23:00 Uhr von SirWoezel
This is a really fascinating puzzle, with a surprisingly logical and beautiful solving path. I strongly recommend everybody to give it a try!
am 26. Oktober 2020, 18:35 Uhr von ICHTUES
Beispiel hinzugefügt
am 26. Oktober 2020, 13:02 Uhr von cdwg2000
Is this to let players make Sudoku based on limited conditions? This idea is crazy!