Normal Sudoku Rules apply.
Each line consists of one or more contiguous groups of cells, each of which sums to 10. These groups of cells cannot overlap. Digits may repeat freely on lines and even within sums.
For example, 23573 would be a valid fill for a length 5 line, because we may divide it as 235|73.
Have fun, leave a comment if you enjoy the puzzle!
Solution code: Row 5 followed by Column 5
on 24. November 2024, 07:57 by Richard
I liked this one a lot; it has a beautiful opening! (And a tricky end, so my rating is 4 stars.) Well done!
I solved this puzzle more than two years ago, just before I paused SVS. Back then it was high on my list of SVS-ideas, so I am happy that I now finally have made my own version of it. It will appear coming friday (noon) as SVS401.
on 20. April 2022, 17:17 by Crusader175
This is very fun puzzle and also not too hard. Very nice!
on 20. April 2022, 05:18 by apiyo
Awesome puzzle zetamath! Really fun :)
on 18. April 2022, 02:48 by twototenth
Outstanding work, even by your usual opulent standards. Not simple, but manageable at every step.
on 13. April 2022, 21:02 by Phistomefel
A beautiful and fun puzzle! Thank you, zetamath! :D
on 13. April 2022, 17:28 by Johannes Quack
Great puzzle!
on 13. April 2022, 13:49 by argl
engaging, original, smooth solve, great fun. i enjoyed it a lot
on 13. April 2022, 09:54 by Andrewsarchus
Very Nice! Clever break-in!
on 12. April 2022, 22:22 by Christounet
Very nice ! The break in might be a little tricky to spot, but once you get it, it flows nicely and steadily ! Thanks.
on 12. April 2022, 20:27 by KNT
I enjoyed the break in a lot. Thanks for another fun one
on 12. April 2022, 04:04 by mathpesto
Such a lovely puzzle! Clever and not too tricky with a really nice break-in. Very satisfying the whole way through.
on 12. April 2022, 01:45 by jcgodart
Very nice ! Thanks Zeta
on 11. April 2022, 23:24 by Vebby
Lovely execution of this fun variant. Thanks zetamath! :)
on 11. April 2022, 22:31 by Jesper
Very nice, thanks.
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