Super Smashboy
(Published on 24. August 2022, 05:07 by mathpesto)
This puzzle is a sequel to my 8x8 tetromino chaos construction "Smashboy". This one is a little bit trickier, but I don't think by too much. Feel free to post a hidden comment below or message me on Discord if you'd like any help! Enjoy!
Rules:
Each row and column contains the digits 0–9. Adjacent digits on a green line differ by 5 or more. Every cell belongs to a five-cell region ("pentomino"). No two regions of the same shape, including rotations and reflections, share an edge. Digits may not repeat in a pentomino. Clues in the top-left corner of a cell give the sum of the digits in that cell's pentomino. These clues appear in the uppermost row of the region.
I created a reference sheet for all sums of five unique digits made from 0 through 9. If you'd like to use it while solving, click here.
Solve:
Solution code: Rows 1 and 3 (left to right, 20 digits, no spaces)
Comments
on 14. November 2023, 13:55 by StephenR
Surprisingly smooth, thanks.
on 5. September 2022, 09:57 by profanat
Made a lot of mistakes, spent 4 hours to solve it, but i did it!
on 30. August 2022, 01:51 by peacherwu2
A tiny expansion makes the pencil marks all over the place.
on 29. August 2022, 21:15 by wenchang
VERY NICE! Spoiler alert! https://youtu.be/AfE3uV9TLec
on 26. August 2022, 03:44 by chalk235
Amazing experience solving this- thanks! the 0’s took some getting used to! Thanks for the reference sheet - I found it very useful.
on 24. August 2022, 23:43 by tesseralis
very very fun! I hope there are more of these pentominous hybrids in the future!
on 24. August 2022, 17:18 by DaniK
Very fun and interesting puzzle. I had a lot of fun! Thanks for setting it :)
on 24. August 2022, 16:58 by marcmees
easy pento', harder killer ... nice combi. thanks.
on 24. August 2022, 15:50 by Mody
Wunderschön, wie sich das ganze Rätsel logisch entwickelt hat.
Wonderful how the whole puzzle developed logically.
