Full Circle
(Published on 23. January 2025, 21:25 by Die Hard)
Normal fillomino rules apply. Divide the grid into orthogonally connected regions, each filled with their size, such that no two regions of the same size touch each other orthogonally.
Use only region sizes of 1 to 9 and the digit N cannot appear in row N or column N.
Each region contains one circled digit that indicates how many circles contain that digit.
Please leave a comment if you enjoy this puzzle.
Solution code: All 9 digits from row 9.
Comments
on 28. January 2025, 20:20 by Al Fresco
Another brilliant puzzle from this series. Very clever setting. Thanks
on 26. January 2025, 23:59 by askaksaksask
The break-in was nice and smooth, with some pretty 'classic' circles logic interacting nicely with the fillominos. I did find a bit of a hitch midsolve, and there is some delightful grid symmetry/ fresh interactions to take advantage of. Wonderful time here. Thank you!!
on 24. January 2025, 08:07 by Die Hard
Added Fillomino tag.
