Meta Occulta (JeremyDover Collab)
(Eingestellt am 9. Februar 2026, 15:30 Uhr von Crusader175)
This puzzle was created in collaboration with
JeremyDover. Hope you enjoy solving the puzzle!
Rules:
Normal sudoku rules apply.
Coordinate: The digits X, Y and Z in pill shapes (read top to bottom) signify that rXcY = Z.
Target: Place one target cells in each row, column, and box. All target cells must contain different digits and must be referenced by the coordinate.
Kropki Pairs: Digits separated by a white dot have a difference of 1. Digits separated by a black dot have a 1:2 ratio. Not all dots are given.
X Pairs: Digits separated by an X sum to 10. Not all X's are given.
Puzzle Link:
SudokuPad (with note space)
SudokuPad (without note space)
My youtube channel on solving sudoku:
Crusader Puzzle
Lösungscode: Row 1
Gelöst von SeveNateNine, TrivialHomology, Piff, jalebc, dinonugs, ArtsiBurger, TeamSchmidt, RailMan, Aidan488, SKORP17, bansalsaab, Fool on Hill, MAWA, Exigus, mse326, blue_Paranoia, Vodakhan , Soya, Clara123, h5663454, cat, Isael, BG03, darkgently, virus_dave, smckinley, lmdemasi, Malakree, anabeane
Kommentare
am 14. Februar 2026, 00:33 Uhr von virus_dave
What a clever setting. I'd give it 3* personally. Seemed impossibly hard at first until the right thing clicked, then completely linear from that point forward.
am 13. Februar 2026, 11:35 Uhr von darkgently
How on earth did you come up with this? Really cool puzzle. A bit mind-bending but not quite as hard as it first looked, and finished very smoothly.
Definitely use the note space!
am 12. Februar 2026, 23:13 Uhr von BG03
Very interesting ruleset. Requires a lot of work after the first 2 digits as mentioned elsewhere. Would also recommend the note space version - I felt cross eyed even with it!
am 10. Februar 2026, 19:47 Uhr von Exigus
That was some very nice logic. Not easy but had a great time solving. Thanks!
am 9. Februar 2026, 17:08 Uhr von TrivialHomology
Lovely puzzle. I solved it with note space, which I would very much recommend, as it makes the constraints a lot easier to visualize.
After immediately placing the first two digits, progress was slow for a bit until I found the right questions to ask.