We do not live in a universe of (nothing but) motion.

Discussion concerning the first major re-evaluation of Dewey B. Larson's Reciprocal System of theory, updated to include counterspace (Etheric spaces), projective geometry, and the non-local aspects of time/space.
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ckiit
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We do not live in a universe of (nothing but) motion.

Post by ckiit »

I understand this may not be well-received,
but nevertheless it was/is necessary to impart.

With due genuine respect(s) to Larson et. al.:
Larson's principle deduction (via. his own use of induction) is incomplete:
that is, fundamentally, we do not live in a universe of (nothing but) motion.

Whereas 'motion' is a principle of matter, 'motionlessness' is (reciprocally) a matter of principle.
There is thus a reciprocal relationship between (even) these two discrete states (of motion & motionlessness)
which must necessarily principally underlie (thus precede) the otherwise autonomous motion in-and-of-itself.

In other words: what "yang" is to motion, "yin" is to motionlessness
(& Bruce did describe Larson as a "yang thinker").

Whereas one may consciously (or not) choose to perform an action(s), one may also choose not to.
It is therefor not (only) in all the action(s) one performs: it is also in all the action(s) one does not.
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Djchrismac
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Re: We do not live in a universe of (nothing but) motion.

Post by Djchrismac »

I don't recall Larson ever saying we live in a "Universe of Nothing but motion", more that it's a reciprocal universe of motion, so motionless (from our 3D space perspective) is motion in 3D time. Motionless would also be included by default, in the general statement of a "Universe of motion" even if it's not mentioned specifically, because motionlessness is a result of motions balancing out. There is always +1, -1 and 0. Occasionally a "zero" means the motion has moved to a higher dimension.
Gopi
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Re: We do not live in a universe of (nothing but) motion.

Post by Gopi »

Motion, or velocity, is all we ever measure. The entire science of measurement hinges on it, and hence Larson was correct that in order to measure something, motion is primary. It can be zero, -1 or +1, but conceptually it is still motion.
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