Solution code: The digits on the positive diagonal (from bottom left to top right).
on 12. March 2025, 23:31 by Aware_Vip
PatMac, Thank you!
on 12. March 2025, 20:02 by PatMac
Aware_Vip
Modular lines: in this puzzle the digits 1-6 are in use.
The digits 1 & 4, when divided by 3, have a remainder of 1.
The digits 2 & 5, when divided by 3, have a remainder of 2.
The digits 3 & 6, when divided by 3, have a remainder of 0.
Any 3 adjacent digits along a modular line must have 1 of each remainders. Such as 1, 6, 5, 4, 3, 5
on 23. February 2025, 03:53 by Aware_Vip
I don't understand how modular lines work. Can anyone explain this to me?
on 30. January 2025, 17:08 by zimmicks
9 minutes
thx
on 28. October 2024, 09:42 by maiaz
lovely snack
on 24. October 2024, 07:34 by Gerhard1963
Fixed typo in black kropki ratio
on 24. October 2024, 05:26 by PatJoyce
Rule should be 2:1, not 5:1
on 24. October 2024, 00:09 by tiredsudoku
I assume the Kropki instruction is meant to say 2:1 ratio on here?
on 23. October 2024, 22:44 by Klvsched
cool and good
on 23. October 2024, 22:34 by hardline35
cool & good puzzle
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