Multi-color Madness!
(Published on 17. November 2021, 06:02 by esotericVideos)
- Normal Sudoku rules apply.
- Standard killer cages: Digits cannot repeat within a cage.
- Inequalities: Inequality signs point to the smaller digit.
- Anti-knight: Cells a knight's move apart cannot contain the same digit.
- Anti-bishop: Cells a bishop's move from a box's center cell cannot contain that center cell's digit.
- Toroidal Grid: For these rules rows 1&9 are considered adjacent, and columns 1&9 are considered adjacent.
(NEW) Toroidal Sudoku app link (Developed by Chameleon)
CTC app link (Recommended: Click the gear icon and enable "Multi-color Mode")
Solution code: First and last row
Comments
on 25. October 2022, 22:58 by gonzalez87
Very nice puzzle, loved solving it. I got a little confuse by "first and last row" for the solution code. I used the toroidal sudoku app and so 1st and last become VERY relative when you move it around. Maybe adding a odd/even style circle or square on the cells for the code would help (without them actually meaning odd or even)
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@gonzalez87 That's a great point. Per your feedback, the awesome Chamelon added a "reset position" button to the click and drag arrows screen. So hopefully people won't have this issue in the future.
Thanks for your kind words about the puzzle!
on 7. May 2022, 11:19 by esotericVideos
Added the new toroidal sudoku app version.
on 7. May 2022, 10:48 by esotericVideos
Added the new toroidal sudoku app version.
on 19. November 2021, 09:45 by esotericVideos
Thanks everybody for your kind words, it really means a lot to me to know so many of you enjoyed it. :)
on 17. November 2021, 17:58 by Eloi.blok
Ahhh ok!!! I m sorry, i just know a feu english only :-(
on 17. November 2021, 16:39 by BellBear
Absolutely brilliant!
on 17. November 2021, 12:53 by Eloi.blok
Please could you explain what is exactly a bishop move?
Tks!!!
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@Eloi.block A bishop's move is a bishop's move in chess. It is a move any amount of cells diagonally.
on 17. November 2021, 10:42 by Elliott810
Excellent puzzle! Thx:)
on 17. November 2021, 08:28 by Crusader175
I really love how this puzzle can be solved in 2 different ways. Brilliant puzzle!
