Logic Masters Deutschland e.V.

Peach Squares

(Eingestellt am 3. August 2025, 22:10 Uhr von ebiggie)

RULE SET:

Normal Sudoku rules apply. Place the digits 1 through 9 in each row, column, and box.

ANTI-KNIGHT: Cells separated by a knight’s move in chess cannot have the same digit.

PARITY LINES (PEACH). Digits along a peach colored line must alternate between odd and even.

KROPKI: Black dots are a 1:2 ratio. White dots are consecutive. Not all dots are given.


Click the Link to Play: Sudokupad


Lösungscode: Please provide the digits from row 9 (left to right):


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Kommentare

am 15. August 2025, 21:36 Uhr von notsosbart
Completely forgot about the anti-knight move and solved it anyway ^^

am 15. August 2025, 20:22 Uhr von Mip
Glad I didn't forget about the anti-knight, sounds like it was rough without it. :)

am 15. August 2025, 15:34 Uhr von Dialo_Malison
I enjoyed this puzzle very much, thank you!

am 10. August 2025, 02:01 Uhr von Ganbatte
I enjoyed this puzzle, thanks! I liked the commentary, too, which got me interested to try it.

am 6. August 2025, 08:54 Uhr von JVA
-Make headway by coloring
-"Alright, I don't need coloring anymore"
-Stall
-Recolor
-Make headway by coloring
-"Alright, I don't need coloring anymore"
-Stall
-Recolor
-Make headway by coloring
-"Alright, I don't need coloring anymore"
-Stall
-Eff it
-Color everything
-Basically auto-solves

Never get rid of the coloring

am 4. August 2025, 17:14 Uhr von Martina
Forgot about anti-knight and really liked it.

am 4. August 2025, 10:58 Uhr von gutelaunekruemel
Wait, I'm stuck. Oh, anti knight!

am 4. August 2025, 00:15 Uhr von LeaVulpina
For an extra challenge, solve without the anti-knight!

...Which is what I did because I didn't read the rules properly. xD Lovely puzzle.

am 3. August 2025, 22:10 Uhr von ebiggie
A fun easy one I set a while back. Don't forget about the ANTI-KNIGHT constraint! Enjoy :)

Schwierigkeit:1
Bewertung:92 %
Gelöst:244 mal
Beobachtet:4 mal
ID:000LRY

Standardrätsel Rätselvariante Variantenkombination

Lösung abgeben

Lösungscode:

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