Logic Masters Deutschland e.V.

Modular Zipper

(Eingestellt am 7. Dezember 2023, 12:07 Uhr von gdc)

Since I've already put some modular arithmatic in the solve path of previous Zipper Lines puzzles, I now decided to directly use modular lines with zippers. Thanks Jaze and Fulldeck-Missing for coming up with those fantastic rulesets!

  • Normal Sudoku rules apply.
  • Any set of three sequential cells along a teal modular line contains one digit from (1,4,7), (2,5,8), and (3,6,9).
  • Digits an equal distance from the center of a lavender 'Zipper Line' sum to the digit in the middle of that line.
Play online: SudokuPad

Click here to search for more Zipper Lines puzzles on LMD. If you've never solved a puzzle with this ruleset before, I'd recommend A Totally Balanced Approach as an introduction.

Lösungscode: Column 4 (9 digits)


Gelöst von lmdemasi, Elliott810, Flycatcher, Qodec, Snookerfan, AvonD, liushong, vitaminz, Bjd, ViKingPrime, bansalsaab, Krisonium, Askloomok, tuturitu, Dibi, federeboh, Franjo, Jesper, Julianl, sedici, ... Illuminated, Dentones, dennischen, KyubiBoy, thelizardreborn, Johan111, Unterstadt96, yangduoxing, mezkur7, Uhu, zpikafuryana, karlmortenlunna, SalekiJo, redfoot, grendiehl, michaal94, SudokuHero
Komplette Liste

Kommentare

am 14. Dezember 2023, 16:49 Uhr von heliopolix
Marvelous modular math with the recurring use of remainders!

am 13. Dezember 2023, 02:24 Uhr von antiknight
Amazing puzzle!

am 7. Dezember 2023, 20:18 Uhr von vitaminz
Some amazing discoveries at the intersection of sudoku lines and modular arithmetic here. Amazing construction. 4* for me though.

am 7. Dezember 2023, 17:23 Uhr von Snookerfan
Superb! I found it very hard though, but the pieces of logic in here were fantastic. Thank you

am 7. Dezember 2023, 14:17 Uhr von Qodec
What a treasure tove of logic. Thanks for this beauty!

am 7. Dezember 2023, 13:37 Uhr von Elliott810
Brilliant puzzle! Thanks:)

Schwierigkeit:4
Bewertung:96 %
Gelöst:65 mal
Beobachtet:0 mal
ID:000G37

Rätselvariante Variantenkombination Online-Solving-Tool

Lösung abgeben

Lösungscode:

Anmelden