Broken to Pieces (puzzle is fine BTW)
(Published on 2. May 2021, 06:45 by AlienRenders)
XV Arrow Sudoku with top-left cell containing all the digits 1 to 9
Rules:
1. Normal sudoku rules apply
2. The top left cell of each box contains all of the digits from 1 to 9.
3. Cells separated by a V sum to 5.
4. Cells separated by an X sum to 10.
5. Cells on an arrow sum to the digit in the circle. Digits may repeat if allowed by other rules.
6. Not all XV's are given.
Puzzle:
Solution code: Enter row 8 and 9. No spaces.
Comments
on 6. August 2022, 11:39 by Muhammad
Magnificent piece of logic, thanks.
on 13. August 2021, 15:43 by uvo_mod
Labels angepasst.
on 19. July 2021, 19:59 by ICHTUES
What a beauty of a puzzle!
There is so much beautiful logic in the beginning. The break-in is mind-blowing.
on 24. May 2021, 04:37 by AlienRenders
Yes, you can certainly contact me. Let me know if you need a specific contact. I don't see any messaging support here. I'm AlienRenders#0073 on discord. Sorry for the late reply. And yes, there is an elegant series of steps to solve this puzzle.
on 20. May 2021, 22:44 by ocaly
I really want to solve this puzzle but I can't seem to find anything logical and I keep getting stuck at the 489 triple using the "top left of each box" rule. could I get into contact with you because so far it has been a great solve... such logical nice steps you have to do but it keeps getting impossible after I need to put the 4 somewhere in the top left of each box. It creates 3 low digits and thats a big problem, because it makes it impossible to solve.
on 2. May 2021, 16:40 by AlienRenders
Added rule that not all XV's are given.
on 2. May 2021, 13:31 by SKORP17
bei diesen Rätseln ist es üblich anzugeben, ob alle x bzw. v gegeben sind.
on 2. May 2021, 10:25 by AlienRenders
Missing angle bracket in html.
on 2. May 2021, 10:25 by AlienRenders
Added that digits may repeat on arrows.
