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Tree of life superstring theory part 101

Updated: Nov 28, 2020

The 240 vertices of the 8-dimensional 421polytope represent the 240 non-zero roots of E8.128 of these roots are 8-tuples with half-integral coordinates (±½) and the remaining 112 are 8-tuples with integral coordinates (either 0 or ±1). This means that (8×240=1920=192×10) coordinates specify the positions of the 240 vertices. In the case of the symmetry group E8×E8 appearing in E8×E8heterotic superstring theory, (1920+1920=3840=384×10) coordinates specify the (240+240=480) vertices of a pair of 421 polytopes. We see that, apart from the factor of 10, the number of coordinates needed to specify these vertices is the number 384. It is the global parameter of holistic systems (see here), whose division: 384 = 192 + 192 is studied in many examples of sacred geometries discussed in this website (e.g., see here, here, here, here & here). This property of the 480 roots of E8×E8 amounts to powerful evidence of the archetypal status of the E8×E8heterotic superstring, the subquark state of which manifests as the yet-to-discovered UPA, the subatomic particle remote-viewed over a century ago by the Theosophists Annie Besant and C.W. Leadbeater (see Occult Chemistry).

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