Arromino
(Published on 15. January 2023, 22:19 by mathpesto)
Rules:
Divide the grid into polyominoes so that no two polyominoes of the same size share an edge. A polyomino may not exceed nine cells. Each cell contains a number equal to the size of its polyomino. Digits along an arrow sum to the digit in the corresponding circle.
Solve:
Solution code: Solution Code: Digits in Row 10 (left to right, 12 digits, no spaces)
Comments
on 3. January 2024, 20:18 by StephenR
Rarely has a puzzle flowed so smoothly from start to finish for me. Thanks!
on 15. April 2023, 18:04 by Paquet Voleur
I'm not very familiar with fillomino, but under the influence and recommendations of Christounet I'm slowly familiarizing myself with this type of puzzle. This one's a nice one to get acquainted with this type of puzzle: not too hard but still using interesting logic, and overall very fun to solve. Contrary to what others mentioned, the bottom of the grid gave me the most head-scratching. Thanks for setting and sharing!
on 6. February 2023, 21:44 by Christounet
Very nice ! Just had a bit of trouble in the top left part, but once I asked the right question about the right cell, it just solved itself. Thanks !
on 27. January 2023, 11:26 by PjotrV
Cool stuff again, nice fillomino series :)
on 20. January 2023, 22:33 by lmtierney
Really liked this one! Almost got stuck at the end, but some rethinking got me through it
on 18. January 2023, 07:24 by topoi
Delightful! Fun ruleset
on 16. January 2023, 23:45 by Xendari
Very fun, and very nice interactions between the two rules. Thank you!
on 16. January 2023, 17:25 by Nordy
Fantastic! Sustained challenge til the very end
on 16. January 2023, 11:50 by DVFrank
Very nice! :^)
on 16. January 2023, 10:33 by Snookerfan
Very nice! I am not used to solving filomino puzzles, but this was approachable and flowed great! Thank you
on 16. January 2023, 00:30 by KNT
Lovely puzzle. Very flowy and easy deductions throughout, but the grid was large enough and had enough variety in logic that the entire puzzle felt substantial, up until the very end. The final resolutions of the top left area were my favorite :)
on 16. January 2023, 00:20 by wooferzfg
An absolute delight, thank you! There was a really nice variety of logic, and it flowed very well for me the whole time. Probably my favorite of your Fillomino puzzles so far.
on 15. January 2023, 22:58 by dumediat
I absolutely loved this puzzle! The combination of arrows and fillomino made for some very interesting and unique logic. Stellar execution, thank you very much for sharing!
