Logic Masters Deutschland e.V.

Tinsel and Baubles

(Eingestellt am 23. Dezember 2025, 16:16 Uhr von marty_sears)

Wishing you all a very merry Christmas :)

    Rules:

    Normal sudoku rules apply.

    Adjacent digits on green tinsel have a difference of at least 5.

    The digit on a gold bauble indicates exactly how many times that digit appears on green tinsel.

Lösungscode: Row 8 from left to right

Zuletzt geändert am 23. Dezember 2025, 23:58 Uhr

Gelöst von eladv, sorryimLate, zeniko, RebelSystem, sujoyku, Tortugo, gdc, Myxo, Bobs, Asparagus, scarfdoku, Deckatron, brimmy, galium_odoratum, juggler, richcard, flip1995, SKORP17, dorverbin, prodigis, ... kingofthekows, TJ , NEWS, Piff, Crul, CarterPotts, chbbyy04, bboom, Blake Saligia, CorpJigsQuand, dellC, Clementi, Counterfeitly, samuel1997, little_turd, Scojo, palpot, matzrh, Tychomites, Fredxl
Komplette Liste

Kommentare

Gestern, 20:53 Uhr von little_turd
Once I got all the numbers in, it was fairly simple. Enjoyed!

Gestern, 15:07 Uhr von Clementi
Merry Christmas Mister Sears

am 23. Dezember 2025, 23:29 Uhr von richcard
Thank you for this beauty, Marty. Happy Christmas!

am 23. Dezember 2025, 23:25 Uhr von juggler
Really nice counting logic, flows very smoothly. Fun puzzle!

am 23. Dezember 2025, 19:52 Uhr von Myxo
Lovely!

am 23. Dezember 2025, 18:56 Uhr von sujoyku
Wow, what a break-in idea! Thank you for this lovely puzzle, Marty!

am 23. Dezember 2025, 17:50 Uhr von RebelSystem
Rather lovely with a couple of Aha moments finding out how the logic of the lines and counting had to work. Happy Christmas to you, whatever the word means or doesn't mean in your life. Thanks for so much excellence this year.

am 23. Dezember 2025, 17:05 Uhr von zeniko
Clever and pleasantly rewarding variant. Thanks for sharing and happy holidays!

Zuletzt geändert am 23. Dezember 2025, 16:47 Uhr

am 23. Dezember 2025, 16:45 Uhr von eladv
Finally! My X-mas gift is finally being first to solve a Marty Sears Puzzle. And what a puzzle it is! This was so much fun! 2* for me, but the "counting circles" variant took quite a bit of thinking to figure out how it works.

Schwierigkeit:2
Bewertung:96 %
Gelöst:52 mal
Beobachtet:2 mal
ID:000QO9

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Lösungscode:

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