The Knights Who Say "Negator"
(Eingestellt am 17. September 2023, 06:41 Uhr von Scojo)
- Normal sudoku rules apply: Place the digits 1-9 once each in every row, column, and 3x3 box.
- Anti-knight: Cells a chess knight's move apart may not contain the same digit.
- Between Lines: Values on a line must be strictly between the values in that line's circled endpoints. Values may repeat if allowed by other rules.
- Negators: Place 9 'Negator' cells in the grid so that there is exactly one Negator in every row, column, and 3x3 box. Each Negator cell must contain a different digit. The value of a Negator cell is equal to -1 times the digit it contains.
Lösungscode: Row 7
Kommentare
am 25. Mai 2024, 04:13 Uhr von alexlovi
Incredibly beautiful!
am 7. März 2024, 14:24 Uhr von QuiltyAsCharged
What a fantastic puzzle! Locating the Negators required creative, careful thinking. And once I had placed them, the puzzle remained interesting to the end.
am 18. September 2023, 05:25 Uhr von Elliott810
Brilliant puzzle! Thanks:)
am 17. September 2023, 20:21 Uhr von BenTen
Thank you Scojo. That was a really nice and challenging puzzle. Enjoyed that!
am 17. September 2023, 17:43 Uhr von Scojo
Fixed solution code
am 17. September 2023, 15:00 Uhr von OutOfMyMindBRB
lovely puzzle :-)
Solution code not accepted...
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So sorry about that, I had accidentally flipped two of the digits. It's fixed now. - Scojo
am 17. September 2023, 13:02 Uhr von jinkela114514
The solution code is wrogn
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So sorry about that, I had accidentally flipped two of the digits. It's fixed now. - Scojo
am 17. September 2023, 12:50 Uhr von h5663454
I'm very sorry, but you are still a little careless in setting up the solution code...
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So sorry about that, I had accidentally flipped two of the digits. It's fixed now. - Scojo
