Doubly Consecutive Cages
(Published on 9. January 2024, 20:19 by JustinTucker)
- The digits 1 to 6 appear once in every row and column
- Digits inside a cage are different.
- The cage sums are all different and form a consecutive set of integers, i. e. n, n+1, n+2, ..., N.
- If the sums of two cages differ by one, the cages touch each other.
Link to sudokupad. Thank you very much, SlickDude! Infact, I'm using my printer and a pencil for all the marvelous puzzles around here...
Solution code: Row 3 (from above)
Comments
on 21. March 2024, 00:12 by Rollo
Great :-)
on 28. January 2024, 11:30 by JustinTucker
Added link to sudokupad.
on 28. January 2024, 05:29 by SlickDude
Wonderful puzzle! My only complaint was having to write down to solve. I've made a sudokupad link with answer check for those who want to try there: https://sudokupad.app/ksxra7fsqp
on 12. January 2024, 22:43 by szabog
Nice idea, but I don't think it is 3 stars (Or maybe the puzzle is two stars and one extra star for solving in MS Paint :))
on 11. January 2024, 16:39 by Luigi
Really nice puzzle! Thank you very much!
on 10. January 2024, 12:07 by JustinTucker
Deleted "orthogonally". Thanks Kalle.
