MagicKillerKnight
(Published on 27. September 2020, 17:22 by PrimeWeasel)
Normal Sudoku and Killer rules apply.
Digits within a cage sum to the total given in the left corner, digits can not repeat within a cage.
The red cells form a seperate region with numbers 1 to 9 appearing just once, and are in fact a Magic Square (each row, column and both diagonals sum to the same amount). I have been so kind to put the 5 in the middle.
Each cell that is a Knight's move away from a pair of red cells contains a digit that is consecutive to one or both of those red cells. Eg. R2C3 is consecutive to R1C1 and/or R1C5. All red cells have at least 1 consecutive digit a Knight's move away.
F-puzzles
Solution code: Column 4, row 6, 18 digits, no spaces
Last changed on on 21. July 2022, 17:00
Solved by MavericksJD, Debrutsid, NikolaZ, jgarber, Julianl, Marcos, henter, MacZidane, moss, ThrowngNinja, zlotnleo, amirbeirat, zhergan, Quarterthru, zorant, skywalker, rcg, SKORP17, panthchesh, rimodech, washyleopard, ManuH, Ragna, flo_310, bob, Nothere, Piatato, apwelho, Vebby, misko
Comments
on 29. September 2020, 02:16 by panthchesh
Thank you for the puzzle! It was fun.
Last changed on 28. September 2020, 12:20
on 28. September 2020, 10:56 by Richard
'All spaces within a Knight's move from a highlighted space contain a digit consecutive to a red space'
How is this possible for the 1 in a red cell? It sees four cells at a Knight's move that can't all contain a 2...
@Richard. I'm not saying all Knight's moves taken from a red cell should be consecutive to that specific red cell, at least one of them, not necessarily all of them
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Aha, I see. The difference between 'a' and 'that'.
on 27. September 2020, 17:57 by PrimeWeasel
Forgot the solution code
