Anti-knight Anti-king: The Pattern
(Published on 27. November 2021, 03:15 by DiMono)
This is a puzzle with two solution paths. If you approach it from scratch, there is a difficult but logical path to the end that I think is rather interesting. If you know things about anti-king anti-knight sudoku grids, it can be finished in about two minutes. But where's the fun in that?
Standard sudoku rules apply.
Anti-king: diagonally adjacent cells may not contain the same digit.
Anti-knight: cells a chess knight's move away from each other may not contain the same digit.
Solve on f-puzzles
Solve on CTC
Standard sudoku rules apply.
Anti-king: diagonally adjacent cells may not contain the same digit.
Anti-knight: cells a chess knight's move away from each other may not contain the same digit.
Solve on f-puzzles
Solve on CTC
Solution code: Row 5, column 5
Solved by Expansus, Greg, qiuyanzhe, jalebc, apendleton, kkli, Fedo , Vebby, barer, DVFrank, cdwg2000, SKORP17, Tyrgannus, weiken, djorr, JYx_x, severinus, Nairi, Austin, Gullie, dogfarts, cfop, ocular, Uhu, ... zorant, h5663454, jhuijts, Trellyc, Iluvsodah, karen_birgitta, Shearing, apwelho, VoidPolaris, CJK, jadezki, Sewerin, Krisonium, Maccaroni, Koba, forsen, dennischen, loigor4, augsod, Julianl
Comments
Last changed on 28. November 2021, 16:51
on 28. November 2021, 08:32 by Gullie
Hmm, after taking the difficult path I now seem to know things about anti-king anti-knight sudokus. Nice! I wonder if it can be proven that this holds for all anti-king anti-knights?
@Gullie: Yes, it is true for all anti-king anti-knight sudoku. I've posted an in-depth proof of one of the properties of these puzzles in the #theory-and-programming channel of the Cracking the Cryptic discord server.
