Building a ‘Bucky Ball and a Rhombicosidodecahedron with Bamboo.Dirk Marwig in action in the backyard.

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Synthetic Compound (Bamboo and ‘Zap-Strap’ construction -Wall Object- , 98cm x 90cm x 9.5cm, Dirk Marwig 2013)

“I composed “Synthetic Compound” using 60 ‘golden ratio’ rhombi and 4 hexagons holding them together with only the help of ‘Zap-Straps’ or cable ties(no glue or other bonding agents).”

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This is the next video by Chycho Chycho showing the concept behind a few constructions! It’s fun to watch.

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New Interesting and Fun Video by Chycho Chycho!

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Geometrix One (Bamboo and Zap-strap construction, 86.2cm x 52cm x 52cm, Dirk Marwig 2013) ‘various angles’ 2

This is the “Pentagon-Triangle” view.

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Geometrix One (Bamboo and Zap-strap construction, 86.2cm x 52cm x 52cm, Dirk Marwig 2013) ‘various angles’ 1

This is the “Square-Square” view.

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Geometrix One (Bamboo and Zap-strap construction, 86.2cm x 52cm x 52cm, Dirk Marwig 2013) ‘various angles’

This is the “Pentagon-Square” view.

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Geometrix One (Bamboo and Zap-strap construction, 86.2cm x 52cm x 52cm, Dirk Marwig 2013)

“I assembled mid-size pieces of bamboo, which i cut into pentagons, squares and triangles connecting them with ‘Zap straps’ or ‘cable ties’ to build this object.”
You can see more angles of ‘Geometrix One’ in my “Blog” section of this site.

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Buckyball C-60 Molecule Regular (Bamboo and “Zap-Strap” construction, 43.5cm x 43.5cm x 43.5cm, Dirk Marwig 2013)

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Buckyball C-60 Molecule Regular -Various Angles- (Bamboo and “Zap-Strap” construction, 43.5cm x 43.5cm x 43.5cm, Dirk Marwig 2013)

*A Buckyball is a form of carbon that is made up of 60 atoms and shaped like a hollow soccer ball.
I started this project just to see if it was possible to construct a “Buckyball” just with bamboo and cable ties. “Stupid idea”, I thought, “but what the hell.”
The bamboo I had collected was irregular, some of it thin, some thick and others were slightly bent… So I first had to arrange all the pieces according to ‘length’, ‘thickness’, ‘curvature’ and ‘stability’, cut perfect angles to form the perfect little, individual pentagons and hexagons and then had to put these newly constructed shapes together in a way that an “all around equilibrium” was achieved. To my surprise, it worked! On to the the next project.

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