Regular Sudoku rules apply.
Digits along arrows must sum to the digit in the attached circle. The circled digits form a full set of the digits 1-9.
Digits connected by a variable Kropki dot must have a whole number ratio. The dotted pairs form a full set of all possible such digit pairs.
Solution code: Column 8, followed by Row 8
on 6. May 2022, 06:13 by Auul
Deutschen Titel hinzugefügt.
on 27. December 2021, 03:33 by soroush
I'm not sure if I'm reading the instructions right:
> Digits connected by a variable Kropki dot must have a whole number ratio.
This means that it's up to the solver to figure out the ratio for any variable kropki dot, and that it will a whole number
> The dotted pairs form a full set of all possible such digit pairs.
This means there is a negative constraint on the variable kropki dots, right?
But then what about 1? Isn't 1 in a whole number ratio relationship with any digit next to it?
Edit by Auul: There's no negative constraint on non-dotted squares. "All possible" doesn't mean these are the only ones possible in the grid, it means that all possible pairs of digits are represented in the dotted dominoes.
on 24. September 2021, 20:03 by ICHTUES
Very good, I love the constraints.
on 13. September 2021, 10:01 by Elliott810
What a wonderful puzzle! Great idea and execution, very nice break-in. Thx:)
Please note: The German version of this page has changed. It is possible that this page does not contain the latest information.