Normal Sudoku rules apply.
Lines in a cell mark that in those two directions, at a distance of N where N is the value of the cell, both cells have the same value.
All the possible lines are given but you don't need to use the negative constraint.
Tip: A cell with lines may see several valid clones. Make sure you have the correct value :)
Lösungscode: Column 3, row 9
am 24. Juli 2024, 21:35 Uhr von zrbakhtiar
https://sudokupad.app/9xmjk1wd7s
am 23. Dezember 2021, 21:32 Uhr von pipedreambomb
Another great puzzle, Stephane! I had to restart several times because I went wrong, and I didn't even mind because I got to play again from the start which I enjoyed :)
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Thanks! I'm glad you're enjoying my puzzles.
Thanks for the archeological digging in the site's archives ;)
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Haha, sorry I hope I'm not annoying you, commenting on old puzzles. I'm relatively new to variant sudoku and I'm working my way through the top rated 1 and 2 star puzzles on LMD. I also plan on attempting more of your puzzles as I enjoy them, but I can be quiet about it if you prefer!
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Please do comment :)
I'm happy that these puzzles get a second life. Have fun!
am 17. Oktober 2020, 17:05 Uhr von marcmees
When your name comes up, I am sure to find a nice puzzle, out of the ordinary. I loved again the concept but even though you changed arrows into lines, I keep considering them as "arrows" :-)
thanks
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Thanks :)
The lines make for a more pleasing image and show the relationship between the two directions better.
But, I can't lie, I love arrows ;)
am 17. Oktober 2020, 05:13 Uhr von cam
This was fantastic. I absolutely love the concept
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Thanks cam :)
am 16. Oktober 2020, 15:45 Uhr von SudokuExplorer
Thanks for making this very enjoyable puzzle. :-)
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And thank you for playing it :)