Normal sudoku rules apply.
Every three consecutive cells along a peach entropic line must contain a low digit (1,2,3), middle digit (4,5,6) and high digit (7,8,9).
Cells that are orthogonally adjacent cannot contain consecutive digits.
The one and only instance where a pair of orthogonally adjacent cells are from the same entropic set is shaded.
Cells in a killer cage sum to the total given in the top left corner.
The digit in the grey circle is odd.
Digits orthogonally adjacent from a 'maximum cell' are smaller than it.
Solution code: Enter Row 7
on 9. August 2025, 12:23 by guirigui
So beautiful!
I normally struggle a lot or don't manage anything over 2*, but this felt approachable. Colouring the whole board was easy and then spotting how the restrictions interacted with each other made everything happen like magic!
on 7. August 2025, 07:51 by GandalfLeRouge
What a nice puzzle! I've done the first version a year ago, redid it today because I forgot, and I wanted to grab a bit better all of the implications and logic of the rules. Well, that was a great idea, because it was way smoother for this one after that!
I loved how the tiny little negative constraints seems not so important but are exactly the opposite!
Thanks chrisjnap!
on 30. July 2025, 22:43 by Exigus
Coloring squared. Really cool, thanks!
on 30. July 2025, 22:05 by Pychael
What a great use of the cages to force some neat coloring logic into their regions!
Depended on a secondary coloring at least 2 or 3 times, and had a great time following the logic.
Right from the get-go, I had a gut feeling on what the odd digit was going to be, but it was fun proving that right xD
Thanks for setting!
on 30. July 2025, 17:49 by sujoyku
What a fun puzzle! I missed the non-consecutive constraint for far too long, proving yet again how helpful it is to read all the rules. :)
Thank you for this fun puzzle, chrisjnap!
on 30. July 2025, 16:06 by sanabas
ABC, DEF, red/yellow/blue, GHI and purple/orange/green all got a work out while colouring in this one. Was fun.
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