The vector equilibrium jitterbug provides the articulative model for demonstrating the always omnisymmetrical, divergently expanding or convergently contracting intertransformability of the entire primitive polyhedral hierarchy, structuring as you go in an omnitriangularly oriented evolution.

The vector equilibrium is the only geometry in perfect equilibrium in all vectoral possibilities. It is an extremely stable shape.

Buckminster Fuller’s explanation of ‘jitterbugging’ once again relates to the nesting properties of Platonic solids. The jitterbugging motion is a result of the vector equilibrium’s ability to transform into each and every Platonic solid, remembering that the vector equilibrium is the ground state geometry of space.

The jitterbugging exhibits a pulsating dynamic that arises when it moves out of equilibrium and returns back again. During its non-equilibrium phase it manifests the primary structural forms of the Platonic solids.

The vector equilibrium (VE) has square and triangular faces. The square faces are unstable structurally – this allows for the VE to collapse in a spiraling motion (jitterbugging).

It can rapidly collapse and expand in both left and right spirals, pulsating and oscillating like a dancer.

As it does, it transforms through phases that include symmetrical articulation of the icosahedron, dodecahedron, octahedron, cube and tetrahedron.

You can extend the vector equilibrium outwards (due to equal vectors and equal 60 degree angles) from the center to form the Isotropic Vector Matrix.

Isotropic means ‘all the same’.
Vector means ‘line of energy’.
Matrix means ‘pattern of lines of energy’.

The IVM is the vectorial structure of the Flower of Life. "Synergetics" is the name of the system encoded in the Flower of Life, and explains how all physics, chemistry and processes in our universe are formed by a geometric system inherent in space and time.

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Robert Edward Grant

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