The
Interface between Science and the Transcendental

Stephen M.
Phillips

Who's Online?

"The
Universe is a thought of the Deity. Since this ideal thought-form has overflowed into actuality, and the world
born thereof has realized the plan of its creator, it is the calling of all thinking beings to rediscover in
this existent whole the original design."

How sacred geometries are equivalent to one another,
encode the nature of all levels of reality and embody the
structure and dynamics of the basic particles of
matter.

The Sri Yantra has 672 yods
other than corners of triangles.

Weighted with the number 10, the 672 yods other
than corners of triangles in the Sri Yantra constructed from tetractyses denote the
6720 edges of the 4_{21} polytope. The 240 corners, sides &
triangles surrounding the centre of the Sri Yantra correspond to
the 240 vertices of the 4_{21} polytope,
which represent the 240 roots of E_{8}, the rank-8,
exceptional Lie group associated with E_{8}×E_{8} heterotic
superstring forces. It is implausible to attribute to coincidence both these
properties of the Sri Yantra. Rather, they indicate that such superstrings exist
and conform to this blueprint as its subatomic
realization.

These analogous features are convincing evidence
that the 4_{21} polytope conforms to the archetypal pattern embodied in sacred geometries
as it is implausible that they arise by chance. The implication is inescapable:
E_{8}×E_{8} heterotic superstrings
exist.

Weighted with the Decad (10), the 672 yods in the first 4 Platonic
solids, the faces & interiors of which are constructed from tetractyses, generate the
number (6720) of edges of the 4_{21} polytope. 168 yods on average make up these Platonic
solids. This shows how these 4 regular polyhedra, thought by the ancient Greeks to be the
shapes of the particles of the elements Earth, Water, Air & Fire, embody the basic number (168)
characterising the helical form of the E_{8}×E_{8} heterotic superstring
constituents of matter — the "UPAs" remote-viewed by Annie Besant & C.W. Leadbeater 122
yearsago. It confirms the ancient intuition that the geometry of the first 4 Platonic
solids determines the form of the basic constituents of physical matter.

Weighted with the Decad (10), the 672 hexagonal yods making
up the 56 Type A triangles (168 tetractyses)in the {3,7} tessellation on the
3-torus of the 168 automorphisms of the Klein quartic generate the number (6720) of edges of the
4_{21} polytope. The interior angle of the latter's 8 triacontagons formed as Petrie
polygons by their 240 vertices is 168°. This association between the numbers 672 & 168
establishes unequivocally the connection between the clairvoyantly obtained structural
parameter 168 and the 4_{21} polytope, whose 240 vertices represent the 240 roots of
the rank-8 Lie group E_{8} that appear in E_{8}×E_{8} heterotic superstring
theory.

Proof that theinner
form of 10 Trees of Life maps the4_{21} polytope, whose 240
vertices represent the 240 roots of E_{8}.

Proof that the sacred geometries of religions embody
a universal design that encodes the physics of superstrings, the human skeleton, DNA and the mathematics of
the seven musical scales. (more)

Extra-sensory
Perception
of Quarks (PDF, 256 pages)

ESP of Quarks &
Superstrings (PDF, 248 pages)

Chapters 1-4Chapters 5-6

Outer & inner Tree of Life basis of
E_{8} and E_{8}×E_{8} (PDF)