Place the digits from 1-9 in the grid so that they do not repeat in any row or column. Digits can (and will) repeat in each 3x3 box. Each box will use exactly 3 of the digits from 1-9.
Equal Split Lines: Dots divide blue lines into segments with equal sums. Note: Digits may repeat even within one segment.
Here you can solve the puzzle online:
Solution code: Row 5 from left to right (9 digits in total)
on 15. May 2025, 20:52 by sujoyku
Thank you for your comments, @Exigus, @madhupt, @Franjo and @ChinStrap! We are glad that you liked the puzzle.
Kind regards, sujoyku
on 15. May 2025, 16:27 by ChinStrap
Once you get your mind wrapped around the weird scanning it is quite smooth!
on 10. May 2025, 19:27 by Franjo
Klasse! Vielen Dank für das ungewöhnliche und tolle Puzzle.
on 8. May 2025, 10:52 by madhupt
What a beautiful puzzle! Thanks a lot for sharing!
on 7. May 2025, 17:30 by Exigus
Nice logoc. Thanks!
on 7. May 2025, 13:12 by sujoyku
Thank you for all your kind comments!
on 7. May 2025, 10:46 by Qodec
Crisp and clean, thanks!
on 7. May 2025, 09:30 by Snookerfan
Great idea and execution leading to a very enjoyable solve! Thank you
on 7. May 2025, 08:26 by avishai
I had no idea where I would begin! But everything unfolded and it was a fun tricky puzzle - thank you!
on 7. May 2025, 05:38 by Crusader175
Neat!
on 7. May 2025, 01:23 by Nylimb
I enjoyed the unfamiliar constraints and reasoning in this puzzle. Thanks!
on 6. May 2025, 22:56 by dumediat
I thoroughly enjoyed this puzzle! The tricky steps provide nice rewards for finding them, both in progress and in beauty. Thank you for this!
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Thank you for your comment, dumediat! It is great to hear that you enjoyed the puzzle.
Kind regards, sujoyku
on 6. May 2025, 22:24 by MSDOS
Some really great interactions all around in this one! A couple of tricky spots to get through, but very satisfying to spot the logic!
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Thank you for your comment, MSDOS! We are glad that you liked the logic we put in here.
Kind regards, sujoyku
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