Logic Masters Deutschland e.V.

Anti-Knight Sudoku with Renban Groups

(Published on 18. February 2010, 20:55 by zhergan)

Place the digits 1 to 9 in every row, column and 3x3 standard block. Cells connected with a chess-knight move could not contain same digits. Besides green painted cells form renban groups. These groups must hold consecutive digits, in any order.

Solution code: First enter the contents of row 5 and column 5, then give sum of the digits for each of 5 renban groups increasing in order.

Last changed on on 15. August 2021, 23:02

Solved by Javier Rebottaro, saskia-daniela, Alex, pokerke, Hansjo, zuzanina, Le Ahcim, Luigi, Thomster, Saskia, Richard, AnnaTh, geibthor, flaemmchen, Laje6, Mody, skywalker, Eisbär, ibag, Rollo, sandmoppe, ... marcmees, Katrin K, KlausRG, Babsi, EMREdersin, crissu, Carolin, Joe Average, tuace, skypper, sf2l, Toastbrot, Julianl, Nothere, Matt, Uhu, cdwg2000, Zzzyxas, SKORP17, KatiBru, Krokant, tgstar
Full list

Comments

on 15. August 2021, 23:02 by zhergan
Tags and labels revision..

on 18. February 2011, 10:03 by MagicMichi
600! Und eines der schönsten Rätsel für mein persönliches Jubiläum!

Last changed on 13. April 2010, 10:38

on 13. April 2010, 10:28 by Realshaggy
One of my favorites in the Renban-series. Didn't want to use T&E and it isn't needed at all. But sometimes I needed a lot of time to find the next number. Antiknight is a very interesting concept, because you have so many (sometimes very hard to track) possibilities for blocking regions.

on 20. February 2010, 10:51 by Luigi
Mir ging genau so. Ich habe mir den Luxus erlaubt, ein paar Tage Skifahren zu gehen und da war sie die Renbanwelle; da war für Richards Freitagsrätsel einfach kaum noch Platz.
Doch auch von mir: Vielen Dank für die durchweg schönen und anspruchsvollen Rätselvarianten! ;-)

on 19. February 2010, 18:47 by flaemmchen
Ich möchte mich einfach mal für diese tolle Renban-Serie bedanken ... Danke zhergan!!
Aber jetzt habe ich keine Zeit mehr für Richard's Freitag-Rätsel ... was für ein Stress ;-)))

on 19. February 2010, 11:59 by Alex
Phew! Think I went through this one about 5 times, seemed more logical towards the end of all that though:D Nice puzzles!

Difficulty:4
Rating:84 %
Solved:63 times
Observed:13 times
ID:0000H6

Puzzle variant Variant combination

Enter solution

Solution code:

Login