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442.00
Polarization of Vector Equilibrium
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443.00
Vector Equilibrium as Equanimity Model
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445.00
Frequency of Vector Equilibrium
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445.02
The eight-triangled, six-square, planar-faceted space
volume of the vector
equilibrium is always frequency to the third power times
20__with frequency being of
omnisymmetric, radial-circumferential, modular subdivisioning
of the whole. The
geometrical conceptioning of volume as used here is
in contradistinction to the number of
vari-frequenced, vectorequilibrium-forming, closest-packed
spheres and their nonoccupied
concave octahedra and concave vector equilibria-shaped
intersphere interstices: these
being the all and only shapes of inter-closest-packed
unit radius sphere agglomeration
interstices.
(See illustration 1032.31.)
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445.05
Considering vector equilibrium as initial unity, 20
in respect to tetrahedral
unity of one, it constitutes the total volumetric domain
unique to any universal focus or
point.
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445.06
We find that the vector equilibrium has a volume of
480 in terms of the A
and B Quanta Modules.
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445.10
Frequency inherently involves a plurality of events,
which means that
frequency begins with two or more event experiences.
Where frequency is one, it means
frequency is none=N-one=frequency-is-not-one, because
frequency is two-or-more. (None
is Latin for number nine, which is also numerologically
a zero.) A frequency of one in the
vector equilibrium is like the vector equilibrium itself,
a zero sate, i.e., energetically
inactive. Frequency of experience inherently involves
intervals between experience.
Intervals that are nonexperiences are not nothingness:
they are number integrities like zero
state. This zero-state integrity is brought home to
human cognition by numerological
arithmetic disclosure
(see Chapter 12,
Numerology) that
every nine experiences in
arithmetical system integrity (integer) accounting always
has a zero operational effect in all
intersystem multiplying or dividing calculations, and
that nature's number coordination
coincides with its geometrical operational evolution,
having only octave periodicity in
which four positive entities accrue followed by the
accrual of four negative entities and an
interval zero state nine, which positive-negative accrual
and intervalling accommodates
rationally ar.d elegantly both the wavilinear and discontinuity
characteristics of all-
experimentally acquired information to date regarding
the electromagnetics and chemistry
of both physical and metaphysical Universe. (See Sec.
1012 and
Fig. 1012.14B.)
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![]() Fig. 445.13 |
445.13
The number of vertexes in the vector equilibrium is
always the same as the
number of spheres in omnidirectional closest packing:
but frequency is identifiable only as
the interval between the sphere centers. Two spheres
have only one interval, ergo, F=1.
Frequency to the second power times ten plus two__
10F2 + 2 = 12.
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445.15
When we compare the two-frequency-edge moduled cube's
volume as
quantized exclusively with cubes, to the vector equilibrium's
volume as quantized
exclusively with tetrahedra, we find that the volume
of the twofrequency cube equals
eight__which is two to the third power, expressed as
23. Whereas the volume of the two-
frequency vector equilibrium equals 160, which is the
integer two raised to the fifth
power, 25 = 32, and then multiplied by five, 5 × 32 = 160,
expressed as 5 · 25. (See
illustration 966.05.)
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