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The Synergetic Temperament System
Kenneth Hemmerick
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Synergy and Synergetic Application to Temperament
101.01 Synergy means behavior of whole
systems unpredicted by the behavior of their
parts taken separately.
102.00 Synergy means behavior of integral,
aggregate, whole systems unpredicted by
behaviors of any of their components or
assemblies of their component taken
separately from the whole.
103.00 A stone by iself does not predict
its mass attraction for and by another stone.
There is nothing in the separate behavior or
in the dimension or chemical characteristics
of any one single metallic or non-metallic
massive entity which by itself suggests that
it will not only attract but also be attracted by
another neighboring massive entity. The
behavior of these two together is unpredicted
by either one by itself. There is nothing that a
single massive sphere will can or ever do by
itself that says it will both exert and yield
attractively with a neighbouring sphere and
that it yields progressively: every time the
distance between the two is halved, the
attraction wll be fourfolded. This unpredicted,
only mutual behavior is synergy. Synergy is
the only word in any language having this
meaning. 6
This unique behavior of synergy, in analysis of a 3-dimensional wave formation, becomes exceedingly obvious in realization that the number of nodal points found in the outer-shell, which defines the boundaries of the wave, is unpredicted by the sum of its parts; its inner nodes. Where one frequency-edged modulation has a value if 12 modal points, it is assumed that the second frequency-edged modulation would have a value of 24 nodal points in its outer-shell but this is not the case, it has 42 nodal points in its outer-shell, defining its boundaries.
Fig. 13
| A |
B |
C |
D |
E |
F |
| 1 |
12 |
2 |
24 |
42 |
18 |
| 2 |
42 |
4 |
84 |
162 |
78 |
| 3 |
92 |
6 |
184 |
362 |
178 |
| 4 |
162 |
8 |
324 |
642 |
318 |
| 5 |
252 |
10 |
504 |
1002 |
498 |
| 6 |
362 |
12 |
724 |
1442 |
718 |
| 7 |
492 |
14 |
984 |
1962 |
978 |
| 8 |
642 |
16 |
1284 |
2562 |
1278 |
| 9 |
812 |
18 |
1624 |
3242 |
1618 |
| 10 |
1002 |
20 |
2004 |
4002 |
1998 |
| 11 |
1212 |
22 |
2424 |
4842 |
2418 |
| 12 |
1442 |
24 |
2884 |
5762 |
2878 |
A- Number of frequency-edged modulation of a 3-d wave formation
B- Number of points in outer-shell of (A)
C- Number of frequency-edged modulation which is twice (A)
D- Number of points that should be in outer-shell of (C), i.e.: twice the value of (A)
E- Number of points found in the outer-shell of (C)
F- Synergetic difference between (D) and (E)
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