¶ Vector Equilibrium: Field of Energy
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ductive in all directions, in either spherical or plane geometrical terms and in simple arithmetic.
"When energy-as-heat is progressively extracted from systems by cryogenics, the geometries visibly approach equilibrium; that is to say, removing energy-as-heat reduces the asymmetrical pulsativeness in respect to equilibrium. As the asymmetric kinetics of energy-as-heat are removed, and absolute zero is neared, the whole field of vectors approaches identical length and identical angular interaction; that is to say, they approach the model of closest-packed spherical energy fields. The lines interconnecting the adjacent spheres’ centers constitute a vectorial matrix in which all the lines and angles are identical, which is spoken of by the mathematical physicists as the isotropic vector matrix; i.e, where all the energy vectors are identical; i.e., in equilibrium: the cosmically absolute zero.
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