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The
most amazing aspect of Table C is that for any two integers there is a
most complex construction that begins with the constraints of a
sequential series, which construction has all its important elements as
integers . . . and some even squares. Integers are a requirement
of any Natural construction, particularly one that concerns sinusoidal
genesis.
Brunardot's
ellipses contain all the fundamental elements of mathematics.
The
Conceptual ellipses of Table C are special; they
are created from any two integers that determine a perigee
"p" and an apogee "a" that are integers, such
that, Force "F" is, also, an integer. The ellipses, so
created, are referred to as Brunardot's ellipses.
In addition: The radius "r" and the Natural Unit "U"
are squares.
The square root of "U" is the initial integer Alpha
"A" which represents seminal motion. It is striking
that after complex computations that would be expected to create
complexity; there is found . . . a point of beginning . . . an
indication that Reality is continuous.
The
square root of "r" is referred to as a Brunardot Integer
"i" that is the smallest unique identifying integer for a
Brunardot ellipse. It is an internal phenomena that develops into
a set of frequencies that are directly related to Light "L"
that is discussed at more length in the following Tables.
When Force "F" becomes an integer, the mechanics of the
ellipsoid and its oscillating coalescents are such that twelve internal
solitons form; this phenomenon manifests as the initial properties of
mass. When solitons form, coalescents change state to
oscillescents. Thus, when Force is an integer the state of
radiance changes. The third state is dissipents, which manifest as
ordinary light; often, mystically referred to as electromagnetic
radiation. The three revolving, perpetual states of light
are: coalescents, oscillescents, and dissipents.
It is the various states of radiance which determine the direction of Time's
arrow.
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