This Chaos Construction puzzle was created by Jakhob and wooferzfg.
Normal Irregular Sudoku rules apply, but the regions must be determined by the solver. All regions are orthogonally connected groups of 9 cells.
Draw a single non-intersecting loop that travels orthogonally through the centers of some cells which passes through each region exactly once.
A digit in a cell with arrows indicates the total number of cells in the same region as that cell that are visited by the loop, in the indicated directions combined, including itself.
Solution code: The digits in cells visited by the loop in Column 4 followed by Column 8
on 12. June 2023, 20:50 by Piatato
Awesome puzzle, very enjoyable throughout!
on 16. December 2022, 03:27 by Christounet
Beautiful puzzle ! A very clever placement of clues all the way through the solution path. Building the regions and the loop was very fun ! I like how you used some properties of chaos contruction to constraint the shape of the regions.
Thanks to both of you for this incredible collaborative work. Btw, your interview by purpl was very insightful on the way your partnership works.
on 10. December 2022, 22:15 by Agent
Brilliant puzzle! Very good idea for chaos construction.
on 4. December 2022, 01:24 by KNT
awesome cc! criminally undersolved.
on 2. December 2022, 10:04 by MagnusJosefsson
Excellent! Very enjoyable chaos construction that is well-balanced all the way through.
on 1. December 2022, 11:12 by Jesper
Very good CC, enjoyed it a lot, thanks!
on 1. December 2022, 06:33 by ONeill
Very nice puzzle, thanks :)