Put the digits 1–9 in each row, column, and box without repeating.
Digits along a renban line form a set of consecutive digits in any order that don't repeat (e.g. 5423).
The digit in a minimum square must be smaller than its orthogonally adjacent neighbors. Any cell that meets these requirements is a minimum square.
There are EXACTLY two minimum squares in each row, column, and box. A minimum square cannot appear on a renban line. It is your job to find them all.
Solution code: Row 9
on 23. December 2025, 03:51 by hamosphere
Really fun puzzle with just the right amount of toughness. 1hr. Loved the star battle twist within.
on 22. December 2025, 21:31 by dzamie
What a cool variant of star battle! The negative constraint inflicted on Minimums led to a lot of cool logic.
on 22. December 2025, 19:37 by philolologue
LOVED this! The break-in took just the right amount of time, and overall solve was nearly 57 min, as it took me a while to get the hang of the minimal squares logic (I blame being under the weather). This was loads of fun and hope to see more puzzles with this concept!
on 18. December 2025, 15:10 by MissAmy254
Enjoyed this!
on 16. December 2025, 05:14 by Angara
Nice puzzle! Thank you
on 15. December 2025, 18:15 by jwsinclair
Really nice :)
on 15. December 2025, 15:42 by FireTruckFuel
78 minutes over two days, that was a slog. Nice idea!
on 14. December 2025, 23:49 by nunc
Got stuck in the middle. The rest was smooth and beautiful.
on 14. December 2025, 21:41 by Hiyou167
formatting resolution #2
on 14. December 2025, 21:29 by Hiyou167
formatting issues