Another XV Miracle
(Published on 23. July 2026, 21:37 by addie)
Antiknight and Antiking: Any two cells separated by a knight's or king’s move in chess cannot contain the same digit.
Nonconsecutive: Any two orthogonally adjacent cells cannot contain consecutive digits.
XV: Digits separated by an X sum to 10, those separated by a V sum to 5. Not all Xs and Vs are necessarily given.
**I made a video solving this puzzle! Here’s the link if anyone’s interested: YouTube Video Let me know what you think and if I should make more videos!**
Solution code: Row 1
Comments
on 24. July 2026, 15:43 by BorisTheSnake
Very nice and easy
on 24. July 2026, 04:28 by eripsa
Love your puzzles!
on 24. July 2026, 02:51 by Pairot
Colourful delight!
on 24. July 2026, 01:45 by Merdock
Nice fun puzzle.
While I occasionally see setters including video tutorials, this was the first time I decided to click on one of them. I think you do a great job explaining your logic.
on 23. July 2026, 22:42 by hardline35
It's a miracle to solve this indeed. Thank you
on 23. July 2026, 21:58 by iEtsh
Liked this one , it was simple , thank you
