Campfire
(Published on 12. January 2022, 21:24 by Nahileon)
Normal Sudoku rules apply.
Equal Sum Lines: For each line, digits on that line have an equal sum within each box the line passes through. E.g. r2c4+r3c4=r4c2+r4c3+r5c2+r5c3.
Kropki: Cells separated by a white dot are consecutive. Cells separated by a black dot are of ration 2:1. Not all possible dots are given.
Solution code: Row 5 in the Sudoku.
Comments
on 7. April 2022, 12:13 by aruvi
What a stunning puzzle. Every clue felt impactful and this was the absolute minimal configuration of clues to get through this puzzle. And so visually beautiful, too. Take a bow!
on 2. February 2022, 00:33 by SimplePurpleFrog
Solving this puzzle expanded my brain in good ways. Very enjoyable, if a little bit hard. Thank you.
on 16. January 2022, 09:58 by Phistomefel
Very nice one again! Thank you so much for setting it, nahileon!
----------
I'm glad that you like it!
on 16. January 2022, 01:13 by TheRiddler
Another brilliant puzzle! I'm always amazed by the maximum amount of symmetry you manage to put into the layout of your puzzles.
----------
Thanks! I just like symmetry :)
on 15. January 2022, 18:45 by SudokuExplorer
Clever break-in and fairly smooth afterwards, thanks! :-)
----------
Thank you!
on 13. January 2022, 20:42 by DVFrank
Sehr schön konstruiert! :^)
----------
Danke!
on 13. January 2022, 19:54 by Playmaker6174
You've never failed to amaze me with all of these gorgeous puzzles, absolutely beautiful and satisfying. One of the great great puzzles of this year for sure. ;)
----------
I appreciate that, thx!
on 13. January 2022, 19:01 by Tilberg
Sehr elegant!
----------
Danke!
on 13. January 2022, 14:44 by Fedo
Beautiful!
---------
Thx!
on 13. January 2022, 13:59 by SKORP17
ist meine Annahme richtig, das jede Linie eine eigene Summe haben kann (also das nicht alle Linien die gleiche Summe haben ?)
----------
Ja, die Summen auf unterschiedlichen Linien sind unabhängig voneinander und müssen nicht gleich sein.
on 13. January 2022, 02:37 by Elliott810
A typical 'nahileonesque' puzzle! Beautiful construction and a logical solving path from start to finish. Thx:)
----------
I like that term :)
on 13. January 2022, 00:00 by ScatterBrain
First to solve! I really liked this one. Logical steps took me the whole way through. Thanks!
----------
Thank you!
