91. Mass is motion and motion must be balanced by opposed pairs of poles. When motion ceases, polarity likewise ceases.
Motion does not cease, however, until extended mass returns to the wave axis from which it was projected. The moment it again leaves that axis in opposite two-way extensions, poles appear because balance is divided and must be controlled.
92. Tops spin on their pegs and solar and atomic gyroscopes spin on their hub shafts, but the principle of their wobbling is the same. They wobble when their shafts are off center.
The hubs of gyroscopic wheels do not center their rims in the first three pairs of tones of the octave. The wheels are ellipses and the hub of the wave shaft is gravity, so gravity does not center the wheel for the first three octaves.
A metal gyroscopic wheel, or flywheel, multiplies centrifugal force as it increases in speed, but Nature's atomic gyroscopic wheels are centripetal vortices which contract around their shafts. They are like whirlpools or cyclones which thrust inward and multiply centripetal force as they thus contract to form hubs for their wheels which are centering suns.
93. Two children cannot move while they are in balance with their fulcrum, for motion is impossible in an equilibrium. Balance must be divided into unbalanced opposite pairs before motion becomes possible.
Nature likewise cannot produce motion without thus dividing balance to produce two opposing conditions. Centripetal force thus produces carbon when its speed has multiplied sufficiently in each succeeding tonal effort to find a balance between those two opposing conditions.
Wobbling gradually decreases as the prolating spheroidal hub of the gyroscopic wheel contracts to a true sphere and the shaft of gravity centers the hub, and its north-south poles are parallel with the wave axis of its beginning. [Walter Russell, A New Concept of the Universe, pages 108-109]
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See Also
3.21 - Successive Centralizations
4.11 - Matter is Centralized Condensed and Differentiated Light
7.1 - Matter is centralized motion
balance
centralization
equilibrium
Figure 2.11 - Center Seeking and Center Fleeing
Figure 3.25 - Celestial Seeks and Condenses at Center
Figure 3.33 - Syntropy Seeking Center - Entropy Fleeing from Center
Figure 3.37 - Successive Centralizations or Quantum Leap
Figure 4.13 - Triplet Originations and Centralizations of Matter
inwind
New Concept - Wobbling Gyroscopes Seek Balance
New Concept - XXXVI - Wobbling Gyroscopes Seek Balance
syntropy
cycloid
cycloid motion
cycloid-space-curve
cycloid-space-curve-motion
cycloid-spiral-space-curve
earth
Earth Wobble
Figure 10.05 - Three Orthogonal Planes where Six Gyroscopic Vortices Converge
Figure 3.21 - Vortex or Gyroscopic Motions as Conflicts or Antagonisms between Light and Dark
Figure 3.22 - Vortex or Gyroscopic Motions as Conflicts or Antagonisms between Light and Dark Zones
Figure 3.23 - Vortex or Gyroscopic Motions as Conflicts or Antagonisms between Light and Dark Zones
Figure 3.28 - Compression and Expansion Forces in Gyroscopic Motions
Figure 3.30 - Discrete Degrees or Steps in Gyroscopic Compression Motion
Figure 4.5 - Compound Gyroscopic or Vortex Motions
Figure 5.3 - Vortex or Gyroscopic Motion is Natural and occurs ubiquitously
Figure 5.4 - Vortex and Gyroscopic Motion on One Plane then on three forming Sphere
gyroscope
gyroscopic principle
Gyroscopic Reactionless Drive
Levitating Gyroscopes
New Concept - Wobbling Gyroscopes Seek Balance
New Concept - XXXI - Introducing the Gyroscope into the Octave Wave
New Concept - XXXII - The Nucleus is the Hub of the Gyroscope Wheel
New Concept - XXXVI - Wobbling Gyroscopes Seek Balance
orbit
planet
Polarity Controlled Electric Gyroscope
spin
system of cycloid-space-curves
The Practical Application of Cycloid-Space-Curve-Motion arising from Processes of Cold Oxidation