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Originally posted by gateway30
reply to post by maybee
has anyone figured out that equation? got me stumped.
This script and many more are available free online at
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Original: Duy Vuong ([email protected] )
Web Site: www.scienceit.freeurl.com...
Script: Complex Equation Solver - Credituy Vuong
The golden ratio tfrac[1 + sqrt[5]][2] approx 1.61803ldots in mathematics, art, and architecture.
Originally posted by gateway30
reply to post by maybee
we need to find out something like their plans or unlock some more info, i bet alot is in that equation
Contemporary sculpture
Australian sculptor Andrew Rogers's 50-ton stone and gold sculpture entitled Ratio, installed outdoors in Jerusalem,[46] uses the Fibonacci sequence as a design element. The sculpture is sometimes referred to as Golden Ratio,[47] although the sculptor makes no reference to the term directly. The height of each stack of stones, beginning from either end and moving toward the center, is the beginning of the Fibonacci sequence: 1, 1, 2, 3, 5, 8. His sculpture Ascend in Sri Lanka, also in his Rhythms of Life series, is similarly constructed, with heights 1, 1, 2, 3, 5, 8, 13, but no descending side.[46]