Logic Masters Deutschland e.V.

Erbsenzähler

(Eingestellt am 8. September 2025, 14:10 Uhr von gdc)

Made for a setting challenge about geman whispers and counting circles. Thanks sanabas, Kitty Trouble and PjoeterBliep for testing. Enjoy!

Normal sudoku rules apply.
Whisper Dots: Digits joined by a green dot differ by 5 or more. All dots are given but some are invisible.
Dot Count: A digit on an arrow counts the number of (visible or invisible) green dots the arrow points at.
Counting Arrows: A digit on an arrow also counts the number of arrows that contain that digit.
Rules
Click on the image to play!

Example

A 4x4 example with whispers that differ by 2 or more (left) and its solution (right). The counted (invisible) dots are marked with an X. Play the example.

Lösungscode: The bottom row (row 9) left to right (9 digits).


Gelöst von mihel111, Qodec, PjoeterBliep, Nylimb, Freecs, Mad-Tyas, SKORP17, atmospherium, marcmees, tuturitu, Kitty Trouble, GorgeousNicko, Deivi55, juddimal, Exigus, LehanLehan, Franjo, SZCrow, jubengo, Crul, ... Altynbek , mariban, vorash00, mackant1, xiaozhu, sehringdipity, edd, Kioko, chenlu, Firebird, Felis_Timon, xiaoji, Photyne, NEWS, KirkFox, josemadre, Debrutsid, jnmh, widjo, Lithium-Ion, bboom
Komplette Liste

Kommentare

am 9. September 2025, 13:25 Uhr von xiaoji
I was stuck at not noticing the counting arrows rule, but once I get the idea, the puzzle goes very smoothly!

am 8. September 2025, 20:09 Uhr von jubengo
Very nice :)

am 8. September 2025, 19:57 Uhr von LehanLehan
It was fun,thanks.

am 8. September 2025, 19:46 Uhr von juddimal
Very fun concept.

am 8. September 2025, 19:07 Uhr von Kitty Trouble
Loved the opening. Nice puzzle

am 8. September 2025, 15:54 Uhr von Mad-Tyas
Smooth and enjoyable!

am 8. September 2025, 15:32 Uhr von Nylimb
Very fun puzzle; thanks!

am 8. September 2025, 15:20 Uhr von PjoeterBliep
Quite approachable and very smooth!

am 8. September 2025, 14:46 Uhr von mihel111
Lovely puzzle.

Schwierigkeit:2
Bewertung:89 %
Gelöst:48 mal
Beobachtet:0 mal
ID:000P2V

Rätselvariante Variantenkombination Online-Solving-Tool

Lösung abgeben

Lösungscode:

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