¶ Microsystems
← Microscope (2) | Microsystem (1) →
Index Entry
Microsystems:
"A point is always a microsystem or a plurality of microsystems, ergo at minimum one tetrahedron.
"A line is a relationship between any two microsystems.
"A tetrahedron consists topologically of four microsystems or of six lines converging into four critical proximity corner-defining groups of three lines each, whose lines terminate in four microsystem groups of three microsystems each lying outside the tetrahedron defined by the six lines.
"Topological components of systems do not and cannot exist independently of systems.
“The above is probably explanatory of the quarks which disclose systems consisting of microsystems ad infinitum.”
¶ Citations
- RBF holograph for EJA; Windsor Castle, Berks; 22 Mar’76
