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Author Topic: Four hexagons  (Read 501 times)
rolly_wood
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« on: February 05, 2009, 05:33:43 AM »

I take inspiration from Twist by Theo Geerinck. It has the same shape and the same method of joining intersecting hexagons: half-thickness-joints. However the method of construction of my version is much simpler and the assembling way too, since it uses magnets.
I do not know if, in this case, my puzzle worth a different name or should I call it modified version of Twist... Suggestions are welcome

Anyway the puzzle is here: http://forum.eagleswoodworking.com/index.php/topic,162.msg1676.html#msg1676

An animation on how it is assembled is here http://www.youtube.com/watch?v=o7IEOiCNCqE

48 isosceles trapezia have to be prepared and glued in pairs like this: (figures in millimeters)


Drill at the center of the rhombic surface at both sides.

Of the 24 pieces, cut half-heigth notches above on 12, below on the other 12. Surely you have router, dado blade or other suitable tool, I used chop saw with the angle set to 19.5 degrees.


Then glue 48 small cylindrical magnets in the holes with this polarity. I used 2 components epoxy

 
Last: Make stop crying the child to whom you have stolen the magnetrix toy for extracting the magnets  Grin
I really did it but I had his approval before. Wink..of course there are many places for buying them (e.g. http://www.supermagnete.de/eng/index.php in europe... )

ciao
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Canuck
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« Reply #1 on: February 05, 2009, 06:05:29 AM »

Excellent diagrams, illustrations...you certainly made it easy, thanks so much for that Wink  Puzzle pic to follow....soon, I hope Grin
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"May you find hidden treasures in every pothole, real or imagined, and may your childhood never really end"  Stewart T. Coffin
Chinnomotto
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« Reply #2 on: February 05, 2009, 07:02:33 AM »

Wow , thanks again Roly, you are so kind

Enough to make Chinnomotto your student

I always dream about doing polyhedrals

Now, about that Hyperball?,,,,,,,,only kidding

Maybe a DETAIL description  and pics when you have time

WOW!
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Chinny from  Sydney, Japan
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« Reply #3 on: February 05, 2009, 07:11:22 AM »

Here's a link to Theo's webpage, Chinny an acquaintance perhaps?  If so, could you send him an invite, I'd love to hear and see more of his designs Wink

http://www.arsetmathesis.nl/geerinck.htm#1
« Last Edit: February 05, 2009, 07:11:41 AM by Canuck » Logged



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cubefan
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« Reply #4 on: February 05, 2009, 07:25:13 AM »

Hello

here is another very nice design by Theo Geerinck (+ Marc van Kreveld)
the Open Cube
http://www.puzzlewood.de/gallery/product_info.php?cPath=3&products_id=134&language=en

happy puzzling
Utahfan
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Canuck
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« Reply #5 on: February 05, 2009, 07:33:54 AM »

Oh Yeah, I like that design as well, thanks for posting it Bernhard Wink  Can you give me an update on your 'name' status?  Send me an email Wink
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rolly_wood
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« Reply #6 on: February 05, 2009, 07:57:04 AM »

Chinny: I am not a teacher, I am waiting for the instructions of dimple-version of your soccer ball, so the student will be myself. I willl post also Hyperball be patient  Grin

Canuck: Thank you I did not know this site, just saw the twist puzzle on IPP. I see that the Tetragonal Sixlink looks the same of http://www.georgehart.com/puzzles/puzzle-6squares.html ....
         Polyhedra are a not a set of inifinite elements.... all in all

Utahfan: beautiful! it remembers Coffin Pieces-of-Eight although is different!

Should we use nicknames or real ones? I am rather confused  Huh? Or even nick-nick as Chinny or Rolly Poly?
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Canuck
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« Reply #7 on: February 05, 2009, 08:11:54 AM »


Should we use nicknames or real ones? I am rather confused  Huh? Or even nick-nick as Chinny or Rolly Poly?


Sorry Rolly, when I mentioned a name for Bernhard I was talking about a new name for his group of puzzlemakers in Europe Wink  Please feel free to use nicknames or whatever strikes your fancy, nothing official here, just fun Wink  As the saying goes 'you can call me anything, just don't call me late for dinner' Grin
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"May you find hidden treasures in every pothole, real or imagined, and may your childhood never really end"  Stewart T. Coffin
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« Reply #8 on: February 05, 2009, 08:16:08 AM »

Canuck: Thank you I did not know this site, just saw the twist puzzle on IPP. I see that the Tetragonal Sixlink looks the same of http://www.georgehart.com/puzzles/puzzle-6squares.html ....     

Jeepers Creepers....I like that design as well...so many designs, so little time Wink
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http://www.puzzleparadise.ca/


"May you find hidden treasures in every pothole, real or imagined, and may your childhood never really end"  Stewart T. Coffin
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