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101.01
Synergy means behavior of whole systems unpredicted
by the behavior of
their parts taken separately.
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102.00
Synergy means behavior of integral, aggregate, whole
systems unpredicted
by behaviors of any of their components or subassemblies
of their components taken
separately from the whole.
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108.00
Four Triangles Out of Two
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![]() Fig. 108.01 |
108.01
Two triangles can and frequently do associate with
one another, and in so
doing they afford us with a synergetic demonstration
of two prime events cooperating in
Universe. Triangles cannot be structured in planes.
They are always positive or negative
helixes. You may say that we had no right to break the
triangles open in order to add them
together, but the triangles were in fact never closed
because no line can ever come
completely back into itself. Experiment shows that two
lines cannot be constructed
through the same point at the same time
(see Sec. 517,
"Interference"). One line will be
superimposed on the other. Therefore, the triangle is
a spiral__a very flat spiral, but open
at the recycling point.
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108.02
By conventional arithmetic, one triangle plus one
triangle equals two
triangles. But in association as left helix and right
helix, they form a sixedged tetrahedron
of four triangular faces. This illustrates an interference
of two events impinging at both
ends of their actions to give us something very fundamental:
a tetrahedron, a system, a
division of Universe into inside and outside. We get
the two other triangles from the rest
of the Universe because we are not out of this world.
This is the complementation of the
Universe that shows up time and again in the way structures
are made and in the way
crystals grow. As separate actions, the two actions
and resultants were very unstable, but
when associated as positive and negative helixes, they
complement one another as a stable
structure. (See Sec. 933.03.)
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109.00
Chrome-Nickel-Steel
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![]() Fig. 110.00 |
110.00
We take one tetrahedron and associate it with another
tetrahedron. Each of
the two tetrahedra has four faces, four vertexes, and
six edges. We interlock the two
tetrahedra, as illustrated, so that they have a common
center of gravity and their two sets
of four vertexes each provide eight vertexes for the
corners of a cube. They are
interpositioned so that the vertexes are evenly spaced
from each other in a symmetrical
arrangement as a structurally stable cube .
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114.00
It is a corollary of synergy
(see Sec. 140.00)
that once
you start dealing with the
known behavior of the whole and the known behavior of
some of the parts, you will quite
possibly be able to discover the unknown parts. This
strategy has been used__in rare
breakthroughs__very successfully by man. An example of
this occurred when the Greeks
developed the law of the triangle: the sum of the angles
is always 180 degrees, and there
are six parts (three edges and three vertexes__forming
three angles); thus the known
behavior of the whole and the known behavior of two
of the parts may give you a clue to
the behavior of the other part.
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