Logic Masters Deutschland e.V.

Kongruenz-Rundweg mit Renban-Gruppen

(Published on 21. March 2010, 19:43 by ibag)

The circles form renban groups, e.g. into the circles of each renban group consecutive numbers in any order must be filled in. Each renban group consists of 4, 5 or 6 circles.

Draw a loop into the diagram which uses the edges of the tiles and does not cross or touch itself. The loop has to pass all numbers. A number indicates exactly the amount of congruent, i.e. rotated or mirrored, segments of both parts of the loop starting in this vertex.

Solution code: The sizes of the areas outside the loop, clockwise beginning in the upper left.

Last changed on on 26. May 2017, 20:08

Solved by saskia-daniela, Luigi, pokerke, Alex, Javier Rebottaro, PRW, Le Ahcim, pwahs, rimodech, Calavera, uvo, zorant, zuzanina, Mody, pin7guin, CHalb, AnnaTh, kiwijam, fridgrer, Joe Average, ch1983, dm_litv, matter, ildiko, tuace, Zzzyxas, ffricke, marcmees, Sewerin, Feadoor, Echatsum
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Comments

on 9. November 2022, 15:44 by Sewerin
Penpa+: https://tinyurl.com/58n5zca3

on 2. September 2021, 18:06 by uvo_mod
Labels angepasst.

on 7. July 2013, 12:35 by pin7guin
Danke an Gabi und Mody für den Motivationsschub - und ein paar kleine Stupser... ;-)

on 5. August 2011, 11:35 by ibag
Gestaltung verändert

on 3. August 2010, 16:55 by rimodech
veeery nice... an excellent idea...

on 23. March 2010, 13:57 by Alex
cool! Die 'Kongruenzler' sind zurueck!:D

on 22. March 2010, 11:12 by ibag
@Luigi: Nein, sind sie nicht. Ja koennen sie. ;-)

Difficulty:4
Rating:90 %
Solved:31 times
Observed:5 times
ID:0000J3

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