Anti-Knight, Arrows, and Renban
(Eingestellt am 26. Oktober 2021, 23:26 Uhr von Jeet Sampat)
You And Whose Army?
Rules:
Sudoku - Normal Sudoku rules apply.
Anti-knight - Cells separated by a Chess knight's move must contain different digits.
Renban - Purple lines contain a set of non-repeating consecutive digits.
Arrows - On arrows, digits sum to the number in the corresponding circle. Digits can repeat on arrows if allowed by the other rules.
Even - Grey squares contain even digits.
Try it here.
Puzzle:
Lösungscode: Column 8 and column 9 (top to bottom); 18 digits, no spaces.
Kommentare
am 24. Oktober 2024, 18:21 Uhr von h5663454
CTC link, without answer check:
https://sudokupad.app/k126759i9d
am 21. Februar 2022, 07:49 Uhr von Jeet Sampat
@BHUNTER47 @tommm Thanks! Glad you enjoyed :D
am 20. Februar 2022, 15:49 Uhr von tommm
I really loved solving this puzzle, thanks for sharing it!
am 5. November 2021, 03:33 Uhr von BHUNTER47
What a great puzzle!
am 31. Oktober 2021, 22:57 Uhr von uvo_mod
Labels angepasst.
am 28. Oktober 2021, 05:18 Uhr von Jeet Sampat
@clohrmann @Caterinas80 Thank you so much for trying this :D
am 27. Oktober 2021, 23:22 Uhr von Caterinas80
This was such a fun puzzle and I am so proud I could get through it! Thanks a lot!
am 27. Oktober 2021, 19:34 Uhr von clohrmann
I really liked this puzzle a lot! There was some fun logic with the arrows and renban lines. I'm also a sucker for knight move puzzles and having any excuse to color.
am 27. Oktober 2021, 19:01 Uhr von Jeet Sampat
@Playmaker6174 @Elliott810 I am glad you enjoyed the puzzle! :)
am 27. Oktober 2021, 06:17 Uhr von Playmaker6174
Fantastic puzzle with lovely deductions throughout the solve, I really enjoyed this one :)
am 27. Oktober 2021, 04:17 Uhr von Elliott810
What a beautiful puzzle! The relations between the arrows and the renban-lines are absolutely stunning. Thx for sharing:)
am 27. Oktober 2021, 03:46 Uhr von Jeet Sampat
@Piatato Glad you enjoyed it!
am 27. Oktober 2021, 02:17 Uhr von Piatato
Great puzzle! It’s tough, but the logic is always fair and beautiful!
