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Now let’s take the discussion to synergetlcs dimensions. I achieved this mostly by forcing myself to focus on the words, rather than relying on Bucky to pave an easy path.

By trying to enumerate the precise geometry, you slow the normal geometric patterning – break the flow of thought. Certain universal principles dimensionality, principal of least action, symmetries implying conservation laws are briefly developed but give much more space to the lunatic ramblings of Fuller.

Given a grainy nature, with no absolute positions as represented by continuing irrational numbers to umpteen digits, I can see how Fuller felt no need to take the Number Theory syndrgetics of irrationality as synergeticx concept implemented in nature. I dream of building many. For example, what is the ratio of the volume of a regular tetrahedron to the volume of a cube when both have the same edge length? Inscribe a square in a circle.

It seems in fact that he actively uses them, but only as approximations, and with a synergetic conversion factor.

## Table of Contents

Synergetics is unlike traditional physics in its insistence on gravity as a circumferential pulling together and thereby implosiveversus a radial explosiveness emanating from the center — a 90 degree relationship. Buckminster Fuller, Synergetics “Synergetics, in the broadest terms, is the study of spatial complexity, and as synergetlcs is an inherently comprehensive discipline.

Bell’s mind moved to performance per pound and to aeronautics, and in the very summer before the Wrights flew he wrote in his son-in-law’s National Geographic of the virtues of a tetrahedronal configuration in kites.

Nature is not using PI, nor are humans part of nature. But the equation for the helium atom, with its additional proton–is intractable. It’s really rather nasty looking, if I must say.

The Earth and the Moon maintain their relationship through an interattraction of their respective masses. Take the corner of a cube. A regular P-edged octahedron will have 4 times the tetra’s volume, while a cube with a P-lengthed diagonal will have 3 times the tetra’s volume.

This book challenges your thinking from the scope of the universe ysnergetics the mathematical realm of geometrical analysis. Fuller called himself a “comprehensivist”, one who holds a comprehensive perspective that seeks to synthesize apparent “parts” into an ever-unifying wholistic understanding. synergdtics

But the invisible outside tetrahedron was equally stark. HCP allows infinite permutations as successive layers of spheres do not need to lie over top a specific hole in the layer 2 down. Fuller hoped to gain traction for his ideas and nomenclature by dedicating Synergetics to H.

The physicist’s first definition synergetids physical is that it is an experience that is extracorporeally, remotely, instrumentally apprehensible.

The Cartesian system consists of 6 rays from the origin defining an expanding cube. Synergetics discloses the synerggetics awkwardness characterizing present-day mathematical treatment of the interrelationships of the independent scientific disciplines as originally occasioned by their mutual and separate lacks of awareness of the existence of a comprehensive, rational, coordinating system inherent in nature.

The metaphysical is antientropic, methodically marshalling energy.

## Synergetics

Sounds like a job for a computer language. A system of mensuration employing degree vectorial coordination comprehensive to both physics and chemistry, and to both arithmetic and geometry, in rational whole numbers Now compute ratios of volumes of these figures, not those with edge length of one!

We find local spherical systems of Universe are definite rather than infinite as presupposed by the calculus’s erroneous assumption of degreeness of surface plane azimuth around every point on a sphere. Kajikawa’s work was actually published in Scientific American Synrgetics edition only whereas David Koski’s work is as yet unpublished.

And setting a standard is not simple. Just some random thoughts. The proof that the 2nd root of 2 is irrational has nothing to do with primes, more with an synergeticw ad absurdum showing it’s neither true nor false that the root of 2 is even or odd Synergeticss note that, in Fuller’s Octetruss patent, there is an implementation disclosed in which the struts are formed by the overlapping edges of aluminum triangular plates with 3 flanges.

I apologize for not having the exact quote in front of me, but Bucky wrote in Synergetics something to the effect that the Sybergetics recapitulates the phenomenology of all experience. It’s about 3cm high, and looks pretty neat – but I think my wife would get X- mad if I do it again soon: The finite but nonconceptual inness and outness: Relevant here is that giant Scheherazade number — abbrev.

### Synergetics | The Buckminster Fuller Institute

Again, I think it a matter of perspective. Applewhite’s Cosmic Fishing which shows a page of galley proof, supposedly ready to go to press, which Bucky had filled the margins of with corrections and revisions, never being content with saying something, on paper or in person, just the way he had said it even the day vuller.

Now on another level, this is unsatisfactory, and I can’t offer a good answer.