Scrambles (CC)
(Published yesterday, 09:28 by Aeon)
Puzzle link: Solve in SudokuPad
Fill rows and columns with digits 1-9 without repeats.
Chaos construction: Construct 9 regions of of 9 orthogonally connected cells, digits do not repeat within each region.
Each circle belongs to different region, the digit in circle counts how many cells of the same region that circle touches both orthogonally and diagonally(circle itself is not included in the count). Each circle has a different digit.
X: Cells divided by X sum to 10 and belong to same region. No other domino ANYWHERE in the grid can sum to 10.
Black kropki: One digit is double the other on cells separated by black dot and belong to same region. All such black dots are given. However, other black dot dominos can exist if the 2 digits are in different regions.
Solution code: Row 6, left to right
Comments
today, 10:54 by stranac
Great puzzle! For some reason, my brain kept replacing the "no 10-sum" rule with "no consecutive digits", so I ended up breaking it a few times before I finally got used to it.
yesterday, 17:07 by Snookerfan
Fabulous puzzle! Very satisfying, rewarding and hard, especially the region building midsolve. After a certain deduction the puzzle finally collapsed to the solution. Thanks
yesterday, 17:05 by Aeon
Re-wrote the rules for clarification
yesterday, 17:00 by wuc
Awesome puzzle. Maxbe add touches „from the max 8 cells around it“ to clearify. Great setting. Great solve logic. Loved it thx.
yesterday, 12:50 by Gilliatt
Hi Aeon, do you mean "touch" orthogonally or both orthogonally and diagonally?
A: Both. Else the puzzle would be broken from the start in more than one way
yesterday, 11:01 by Aeon
wording
yesterday, 10:54 by marcmees
Q: the number of cells the circle touches - including itself or not?
A: it does not include. Will add it to the rules
