Rex Parvae
(Published on 27. May 2022, 17:48 by JayForty)
Normal Sudoku, Arrow and Anti-king rules apply
- Digits along an arrow sum to the digit in the circle
- Two diagonally adjacent cells can't contain the same digit
Links:
F-puzzles
CTC/SudokuPad
Solution code: Row 1, column 5
Comments
on 5. January 2024, 18:06 by benzonitrile
I'm speechless at how intricately this puzzle was crafted. The solve path was smooth as well, and I had a lot of fun solving this!
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Thank you! This puzzle is very close to my heart and I'm very happy it still gets some attention :)
on 10. June 2022, 04:54 by Nell Gwyn
Fiendishly difficult, but some of the most gorgeous geometry tricks I've ever seen.
on 1. June 2022, 22:42 by Vebby
Great construction! Thanks Jay! :)
on 31. May 2022, 22:54 by crispy16
A masterful construction.
on 30. May 2022, 17:00 by mathpesto
Congratulations on a stunning LMD debut! I was thoroughly impressed by the interactions of the two constraints. Very elegant and I think absolutely worthy of a CtC feature!
on 30. May 2022, 12:43 by glum_hippo
Brutal but immensely clever puzzle! Keep up the good work
on 29. May 2022, 16:26 by Agent
Just stunning!
on 29. May 2022, 13:54 by JayForty
Thank you all so much for your kind comments/reviews and that you gave this puzzle a chance!
on 29. May 2022, 00:46 by filuta
excellent use of the antiking constraing, brilliant, thanks!
on 28. May 2022, 10:13 by JayForty
Updated tags
on 28. May 2022, 09:25 by Xendari
Wow, this was a joy to solve! I'm a sucker for colouring puzzles, and the anti-king constraint created such beautiful interactions that I had to pause at some moments to check it wasn't magic XD. Thank you very much for sharing!
Also, I think the correct tag for Anti-King is "Non-Touching" instead of "Anti-Diagonal"
on 27. May 2022, 22:51 by Crusader175
Very amazing puzzle with lots of beautiful logic!
on 27. May 2022, 21:02 by Jesper
Lovely puzzle, with some unexpected and original deductions, thanks!
on 27. May 2022, 18:47 by Niverio
Very impressive debut! Lovely interactions all over the place.
