"I'd learned at school that in order to make a sphere, which is what a bubble is, you employ 'pi'. I'd also learned that 'pi' is an irrational number� so when does nature have to fudge it and then make some kind of compromise bubble? And millions of them per second. I think it is too many decisions for nature to make."At this critical moment, Fuller surmised that nature must employ a different system, and he was determined to discover precisely what nature's geometry indeed was. Fuller began exploring vectoral geometry; it was from these initial investigations that he formulated his concepts about 'nature's geometry'. He ultimately reasoned that the geometry of nature must be based on the triangle. The triangle, defined by Fuller, is a set of three related energy events, so that each one, with minimum effort, stabilizes the opposite events. It was a triangle, translated three dimensionally into the tetrahedron ( a pyramid with four faces), which thus became the basis of his rationalization. In theory, nature utilizes the least complicated means to accomplish a given event, therefore the tetrahedron represented 'the minimum prime divisor of Fuller's 'omni-directional universe'. The tetrahedron was the basic building block of the universe according to Fuller, an element providing the greatest strength with the least surface area of any polyhedron. Such revelations of his 'Synergetic-Energetic' geometry as it was called, were later confirmed by discoveries in the structuring of polio viruses and molecular patterning of metallic atoms.
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