NASDAQ III
(Published on 16. March 2022, 15:04 by Geelow98)
- Cells separated by a knight's move or king's move (in chess) cannot contain the same digit.
- Consecutive digits cannot lie in two cells connected orthogonally (i.e. sharing an edge).
- Cells connected at the corners by a circle must contain the numbers within the circle.
The standard Sudoku rules apply.
Have a crack at this one and tell me what you think! Spread the word and don't forget to rate it!
If you enjoyed this puzzle, be sure to check out my other NASDAQ puzzles!
Solution code: Row 5, left to right (no spaces or commas).
Comments
on 7. April 2022, 14:03 by timyoth
Just out of curioustity, has anyone managed to solve this without using prior knowledge of king+knight sudoku (I hope people will know what property of these sudokus I'm talking about)? With that knowledge I'm able to solve it, but without I can't find logical path through. Just wondering if someone else was!
EDIT: after too many retries i was finally able to do it! Nice little piece of logic that I hadn't seen before. Thanks for the puzzle!
on 28. March 2022, 08:08 by Enkerro
Very nice flow to the puzzle, not too hard but challenging enough. I forgot the non-consecutive rule until the very end, where it was only needed to disambiguate the last digits. Anyway, fun puzzle thank you!
on 16. March 2022, 23:14 by BellBear
I had a great time solving this one. Thanks for setting and sharing!
on 16. March 2022, 21:49 by davidjshort
I was impressed with the power such constraints had on particular cells while still not easily opening the puzzle. thanks.
