Es gelten die normalen 6x6-Sudoku-Regeln.
Eine Zelle ist freundlich, wenn sie ihre Zeilen-, Spalten- oder Boxnummer enthält. Wenn eine Zelle freundlich ist, müssen ihre Zeilen- und Spaltennummern in der Summe eine Primzahl ergeben. Ziffern können sich entlang der markierten Diagonale nicht wiederholen.
SudokuPad: https://sudokupad.app/0ub6jw7i7c
Lösungscode: Reihe 1.
am 21. Januar 2025, 02:54 Uhr von goldennumber
V nice 5 min solve if you understand the consequence of the ruleset. Surprised how well it works out! Well constructed
am 20. Januar 2025, 17:45 Uhr von Montikulum
Demanding and very rewarding at the same time!
am 16. November 2024, 07:32 Uhr von Playmaker6174
That was a fun and rather quick puzzle, thanks! Nice discovery there too :)
am 15. November 2024, 20:56 Uhr von Wonderment
Absolutely underrated puzzle. Sad that most will miss it because the rating has dropped below 90%. It is really awesome.
@Eloi.blok
As dzamie wrote, the rules do not state that all cells with r+c prime are friendly. So there can be less than 4 friendly cells in box 1.
am 15. November 2024, 00:18 Uhr von dzamie
I'm really impressed this works out to a unique solution! Also had to keep reminding myself that friendly number means prime box, but prime box does not mean friendly number.
am 14. November 2024, 19:57 Uhr von Eloi.blok
I have a problem in bix 1 I find 4 friendly cells, r1c1=2 r1c2=3 r2c1=3 r3c2=5, has there are 4 friendly celks buecause the sum of r+c is a prime number, i only can write the numbers 1, 2 and 3, so i don t find the 4th number that can be a friendly cell. I hope i explained it well :-)
am 14. November 2024, 15:07 Uhr von faltenin
That was fun! I had to be careful after some coloring and spacing possible digits to not "identify pairs and triples" - hold back the instincts and really think about the rule set.
am 14. November 2024, 05:46 Uhr von pms_headache
Took a sec to wrap my head around the rule set implications, but then flowed nicely. Fun puzzle. Thanks