Logic Masters Deutschland e.V.

Hexomino-Delegationen (1)

(Published on 28. January 2012, 23:33 by ibag)

The famous Pentominos are naturally far too busy to handle their business appointments themselves (after they often have to occur completely in various puzzles). Therefore mostly they send an appropriate delegation of Hexominos as a substitute. It is important, that each Pentomino is represented exactly once. Each Hexomino represents all pentominoes that are included in it. For example, Hexomino 3 represents the Pentominoes I, L and Y.

Here is a group shot of the Hexominos:

Recently there were two important events taking place at the same time. The N-Pentomino commissioned Hexominos 17 and 25 to participate together with an appropriate delegation.

Further the N-Pentomino sent plans of the two conference rooms in which the Hexomino-delegations should be placed, but it forgot to tell, which delegation should use which of the rooms.

The rooms look like this:

Solution code: The third from last row of both diagrams (in total 11 numbers).

Last changed on on 26. May 2017, 19:08

Solved by saskia-daniela, ManuH, rob, martin1456, pokerke, Alex, rimodech, hopppe, Rollie, deu, Lohnecke, dm_litv, sandmoppe, Skinny Norris, zuzanina, Toastbrot, Luigi, zorant, Mody, Hansjo, RobertBe, joyal, ... AnnaTh, rakesh, Eisbär, pirx, Joe Average, uvo, tuace, Faxi, Fiffi, Krokofant, matter, gsabanci, Resu, pandiani42, Zzzyxas, ropeko, amitsowani, ChristJan, jessica6, Dotty, 3ColorTheorem, Jesper
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Comments

Last changed on 2. March 2012, 13:24

on 2. March 2012, 13:24 by CHalb
more correct: ...all of the 12 pentominos are represented EXACTLY once.

on 2. March 2012, 12:35 by ibag
Yes, correct.

on 2. March 2012, 12:33 by Eisbär
If I understood it correctly:
You need to put 5 Hexominos in each of the two conference rooms, so that all of the 12 pentominos are represented in each room?

on 30. January 2012, 12:14 by CHalb
Gute Idee und schön verpackt!

on 29. January 2012, 19:49 by ibag
@Luigi: Ja, alles wie gewohnt.

on 29. January 2012, 19:45 by Luigi
Dürfen denn die 35 "Teilchen" auch gedreht und gespiegelt werden?

on 29. January 2012, 15:22 by Alex
sehr schoene neue Idee, hat Spass gemacht!

on 29. January 2012, 11:21 by Luigi
Ubongo!

Difficulty:3
Rating:89 %
Solved:60 times
Observed:4 times
ID:0001A6

Pentominoes

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Solution code:

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