solarray

From void into vision, from vision to mind, from mind into speech, from speech to the tribe, from the tribe into din.

Monday, August 06, 2007

Dancing the Cube in Jamaica



This is a video Julie of Videosphere took December 2006 of Azisu, Nikita, Chaka, Werner, and Bud playing with a magnetic Quanta Cube, a cube made of 72 A and B Quanta. The A and B Quanta are the smallest common symmetrical tetrahedra of the regular tetrahedron and octahedron, two of the Platonic Solids. They were first discovered and analyzed by R Buckminster Fuller and Dr Arthur Loeb. Both the A and B Quanta come in left-hand and right-hand pairs, they are mirror images of each other, enantiomorphs. As positive/negative pairs, they are perfect for magnetic coupling and there are magnets at the centers of each of the four faces of each Quanta in the Quanta Cube, 288 magnets in all.

The Quanta Cube is derived from the work of M. Preston Burns, Bud, the skinny old dude in the video, who built his first Pandora's Box nearly 40 years ago. We worked together building various models of the box at different scales from eight feet to six inches and demonstrated them before the public and as part of an arts curriculum with Tribal Rhythms. Bud dissected a cube along its diagonals, hinged the pieces, and packed a "winged tetrahedron," a hinged tetrahedron with eight equilateral triangles, in the center. He filled the corners of the cube with ToxBlox, illustrating the symmetrical divisions of the cube. That is Pandora's Box.

One day, I was playing with a set of A and B Quanta I had made and discovered how to fill the box with A and B Quanta. Later I developed the magnetic coupling system with Carl Fasano of RISD.

More on Synergetic geometry and R. Buckminster Fuller at
http://www.rwgrayprojects.com/synergetics/synergetics.html
http://synergeticists.org
http://www.bfi.org/

More video of the Quanta Cube at
http://energyvision.blogspot.com/2006/02/evolution-of-cube.html

More geometry video from RISD:
http://energyvision.blogspot.com/2006/02/geometry-study.html

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