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Glider is a term
that refers to a function of integers that is an attribute of a Harmonic Ellipse.
The radius, "r," which defines a Harmonic Ellipse, is the square of the Glider, "g."
For every Conceptual or Harmonic Ellipse there is an unending cycle of
related Harmonic Ellipses in which, for each, there is a cycle of four
harmonic Gliders.
Glide, heuristically, connotes a portion of the motion within a Pulsoid
that concerns the oscillating transition between the wave length, "l,"
and the diagonal, "d."
A salient feature of Harmonic ellipses is that regardless of the
circularity or size of any cycle of Harmonic Ellipses, the span of the
cycle of four harmonic Gliders is constant. Therefore, cycles of
Harmonic Ellipses approach congruency as the wave length, "l,"
approaches the infinite.
As the wave length approaches is limited by the infinite
The Glider is a function of the generating ellipse's Cycle, "C," wave
length, "l," radius, "r," and the Conceptual Unit, "1."
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