Chaotic Meidjuluk #1
(Published on 31. December 2025, 23:25 by PrimeWeasel)
Fill the grid with 6 regions which do not touch orthogonally or diagonally and fill them with the digits 1 to 6. Divide the remainder of the grid into 9 regions, one of each size 1 to 9. Such a region may not contain repeated numbers, and it may only contain factors of its size (e.g. a region of size 6 may contain any combination of 1,2,3, and 6, including none of them).
A given digit within a (non-Meidjuluk) region counts the amount of cells it sees within its region, including itself. A given digit within a Meidjuluk region has no added meaning other than being a given.
Digits can not be repeated in rows and columns.
Link to Solve
And here's a visual example for 4-regions with Meidjuluk N=8
Which can be solved Here
The solution code for column 3, row 6 for the example would be 321435554552371
Solution code: Column 5, row 7, 18 digits
Last changed on on 31. December 2025, 23:33
Solved by Andrewsarchus, mellowrobinson, KNT, Piatato, Mark Sweep, Jesper, marcmees, Tacosian, ChinStrap, gdc, karlmortenlunna, h5663454, Christounet, dogfarts, puzzler05, TheZwierz, r45, misko, The Book Wyrm, Fool on Hill, quantumquark1
Comments
on 9. January 2026, 16:53 by The Book Wyrm
Fun ruleset and a neat lil puzzle. Not too tricky once you figure out how to use the ruleset.
on 6. January 2026, 13:04 by Christounet
Very good fun! Thanks :)
on 2. January 2026, 22:02 by marcmees
smooth solve. Perfect combination of CC & MDJLK. Thanks
on 1. January 2026, 08:57 by Piatato
Fun concept, thanks!
on 31. December 2025, 23:52 by Andrewsarchus
Very cool idea!
