Logic Masters Deutschland e.V.

Quick, Nab a Sandwich! / Schnell, nimm ein Sandwich!

(Published on 19. January 2024, 15:03 by PDN777)

Normal sudoku rules apply. If a digit appears on a Nabner line, then the digits consecutive with it must not appear on that line. Also, digits may not repeat on a Nabner line. The numbers on the outside of the grid refer to the adjacent row or column, and indicate that the digits residing between the 1 and 9 must sum to that number (do not include the 1 or 9 in the sum). Neighboring digits marked with a black Kropki dot have a 2 to 1 ratio. Not all dots are given. I think this puzzle is 2.5 stars out of 5 for difficulty for many solvers. As always, comments welcome. Thanks!

Click here to play on F-puzzles

Click here to play on the CTC app

Solution code: First row of puzzle, and fourth column of puzzle (read top to bottom). Enter as a string of 18 digits, no spaces.


Solved by seeppp, Megalobrainiac, tiuhto, Chelo, SKORP17, chippers, Leaving Leaves, Ragna, pepe74287, wuc, Guillem98, Kversten, mcc, AvonD, jalebc, Unterstadt96, Baklin, Suxamethonium, RebelSystem, abadx, ... jorgenunez, alcarinquo, doomedmageknight, atomvic, bolado, Flinty, NeroChaos, gdc, Scott6782, skywalker, lordtom, VFRIP, ManuH, Chessmen1, cheli, Saskia24, Montinox, zorant, Ahrun, naggy, PippoForte
Full list

Comments

on 22. February 2024, 16:50 by Flinty
Very nice puzzle :)

Last changed on 27. January 2024, 15:13

on 26. January 2024, 12:38 by Marcus
Great puzzle – beautiful and consistent flow from start to end but never to easy <3

** Thanks Marcus for the kind words and solve. :-)

Last changed on 23. January 2024, 16:32

on 21. January 2024, 21:30 by sdholmes
Very cute break in and very satisfying to solve. Thanks!

** Thanks so much!

Last changed on 20. January 2024, 22:28

on 19. January 2024, 19:51 by Suxamethonium
Loved it! Very satisfying break-in and needed interesting logic throughout.

** Thanks so much for the kind words and solve!

Difficulty:2
Rating:95 %
Solved:128 times
Observed:7 times
ID:000GMF

Variant combination Online solving tool

Enter solution

Solution code:

Login