Logic Masters Deutschland e.V.

Counterpart

(Eingestellt am 19. März 2025, 22:50 Uhr von MSDOS)



click on image to play

This puzzle was made for Scojo's weekly prompt. The prompt was to use Equal Split Lines, as premiered by gdc and sujoyku in their collaboration puzzle of the same name. I hope you enjoy!

Rules
Normal sudoku rules apply.

Equal Split Lines: Dots split lines into segments with equal sums. Digits may repeat on lines but not within a segment. Different lines may have different sums.

Play on SudokuPad!

Lösungscode: Row 2 from left to right. (9 digits)


Gelöst von sujoyku, fuxia, gdc, DanishDynamite, zeniko, Thurb, Piff, ChinStrap, LehanLehan, aqjhs, simon.tressel, softie, linl33, Belamis, TVDK, Squiz, Erniewong, Wuschel, EFlatMinor, mse326, tiantian5933, ... Selsted, Firebird, AdrianSimple, mellowrobinson, johnreid, asver, Winterbeard, rednax37, roscommon, Calesch, 5381, capricorn, zilla, MaciekZ, deangaudet, MysticMan, GexTed, DarkPaladin, Elizy
Komplette Liste

Kommentare

am 9. Dezember 2025, 04:54 Uhr von MysticMan
Lovely puzzle!

am 21. Juni 2025, 20:07 Uhr von wuc
Beautiful construction. Agree such puzzles on 1* are a bad signal for beginners. You must bring a few skills to be able to solve this. 1.5*-2* for me. But a great puzzle thx.

am 31. März 2025, 06:12 Uhr von Lovejoy
Hardest rated 1× puzzle I've seen on LMD!

Unless I missed an easy break in..... The one I found was pretty brutal

am 21. März 2025, 23:48 Uhr von Snaques
Very nice.

While this wasn't hard per se, I think someone doing sudokus in from newspapers and dipping his toes into 1* puzzles at LMD might feel a bit overwhelmed with the break in.

am 20. März 2025, 14:55 Uhr von jinkela114514
Highest rated 1* puzzle I've ever seen on LMD.

am 20. März 2025, 02:42 Uhr von ChinStrap
Very nice, elegant, and a good introduction for someone uncertain about the constraint.

am 19. März 2025, 22:59 Uhr von gdc
Very elegant construction. Approachable and uses a lot of the unique logic from the ESL constraint.

am 19. März 2025, 22:52 Uhr von sujoyku
What a smooth and elegant use of Equal Split Lines. Thank you for this beautiful puzzle, MSDOS!

Schwierigkeit:1
Bewertung:97 %
Gelöst:182 mal
Beobachtet:8 mal
ID:000MI5

Rätselvariante Variantenkombination Online-Solving-Tool

Lösung abgeben

Lösungscode:

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