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Vector Equilibrium U Isotropic Vector Matrix

This post categorized under Vector and posted on February 19th, 2020.
Vector Equilibrium In A Cube: Vector Equilibrium U Isotropic Vector Matrix

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Structure of the Unified Field The VE and Isotropic Vector Matrix. The most fundamental aspect of the VE to understand is that being a geometry of absolute equilibrium wherein all fluctuation (and therefore differential) ceases it is conceptually the geometry of what we call the zero-point or Unified Field also called the vacuum of graphice. Among other attributes the Vector Matrix describes the geometry of Closest Packed Spheres and has the inverse properties of a sphere. Made up of exactly 64 tetrahedra the object becomes one of It provides an omnirational accounting system that if arbitrarily accounted on a three- dimensional 90-degree basis becomes inherently irrational. The isotropic vector matrix demonstrates the ability of the symmetrically and asymmetrically terminaled high- frequency energy vectors to accommodate the structuring of any shape. (RBF Synergetics)

Ngraphicim Haramein propose une thorie selon laquelle la gomtrie du vide de legraphice est un rseau ttradrique infini qui se dcline en octaves infinies de g This graphic is an excerpt of Part 4 of the conference in Cognos Ngraphicim Haramein 2010 which shows spectacular animations Isotropic Vector Matrix based on the research of R. Buckminster Fuller and The Isotropic Vector Matrix - Ngraphicim Haramein ( Abstract from Cognos 2010 conference) Vector Equilibrium - Oddly Satisfying Giant Steel Spheres Magnet Tricks - Duration 354. Magnet Tricks

In this clip Buckminster Fuller explains the concept of Vector Equilibrium using a stick model. This clip contains his phrase Nature Abhors That Equilibrium and Youre watching a beautiful R. Buckminster Fuller on The Vector Equilibrium Everything I Know Sessions Philly PA 1975.For additional graphic go to httpsconversationswithbucky.p The vector equilibrium and isotropic vector matrix - the blueprints for a geometry of graphice that supports both radiative (EM) and contractive (gravitation) dynamics intrinsic in its very design - first explored by Buckminster Fuller With all vectors being exactly the same graphicgth and angular relationship from an energetic perspective the VE represents the ultimate and perfect condition wherein the movement of energy comes to

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