Normal sudoku rules apply.
In this puzzle every digit conforms to an anti-king and/or anti-knight constraint.
Identical digits share the same constraint/s and consecutive digits (eg 1 and 2) must share at least one constraint.
Digits separated by a black dot are in a ratio of 1:2.
All possible dots showing a 1:2 ratio are given.
Lösungscode: row 9
am 28. April 2023, 15:21 Uhr von Bankey
Very involved logic and needs high focus throughout. Fun to solve. Thanks, @ Scruffamudda :)
am 7. August 2022, 11:59 Uhr von DVFrank
Very nice! :^) And thanks @derKrampus for the clarification
am 6. August 2022, 23:21 Uhr von Christounet
Very nice ! That was a refreshing ruleset in the domain of the anti-knight anti-king puzzles which usually lead to the same type of scanning in the late solve. Thanks.
am 6. August 2022, 21:15 Uhr von zhall12570
Beautiful!
am 6. August 2022, 02:36 Uhr von derKrampus
That is not what it means, @DVFrank. A digit satisfies *at least* 1 constraint, but it can satisfy both of them as well. so for example if 1 satisfies constraint A, then 2 can either satisfy only A or both A and B. And if 1 satisfies both A and B, then 2 can satisfy either only A or only B or both A and B.
am 6. August 2022, 00:33 Uhr von ViKingPrime
A thoroughly enjoyable puzzle, not too stressful for the beginner but also not too easy. That's a tough balancing act and this puzzle pulls it off beautifully.
am 6. August 2022, 00:06 Uhr von DVFrank
What does "consecutive digits must share at least one constraint" mean? As I am reading this, that would immediately imply that there is only one global constraint - but why then phrase it this way?
am 5. August 2022, 14:19 Uhr von bansalsaab
Very nice and challenging ruleset. Thanks @Scruffamudda
am 5. August 2022, 12:32 Uhr von Tilberg
Nice one! The coloring process was fun and surprising, the disambiguation part was mindbending.