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Page 8 of 9

Thursday, March 17, 2011, 7:24:22 AM- Awesome Phi

Every nth Fibonacci number is a multiple of Phi(n),where Phi(n) is the nth number of the Fibonacci sequence.

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Most Recent Comment:	"you are so funny with your strange sayings lol " - ynottt

Tuesday, March 15, 2011, 6:08:01 AM- Non-Reality

Because there is no observer separate from reality and there is no separate reality from the observer, science can not tell us truths. It can only minimize the role of the observer. But because without an observer, nothing can ever be proved, external reality can never have a sound epistemological foundation.

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Most Recent Comment:	"Non- Reality is sleep" - By-the-Sea

Sunday, March 13, 2011, 10:23:38 PM- 18

Eighteen is an abundant number. In number theory, an abundant number or excessive number is a number n for which σ(n) > 2n. An equivalent definition is that the proper divisors of the number (the divisors except the number itself) sum to more than the number.

The smallest abundant number which cannot be divided by 2 is 945 which, when seen as 9 plus 9, equals 18.

Of course 18 has significance in Judaism, but it also has deep meaning in the form of luck in Thailand where 9 is a lucky number. 1 + 8 = 9. Three is also a lucky number. 9 is made up of a trinity of trinities.

One is the creator and this can be seen as the prime mover. One is also a prime number and odd, or needing balance. 8 is an even number and provides balance. It is a highly stable number.

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Most Recent Comment:

"Other examples of the balance provided by your name include a regulation golf course (18 holes, 2 sets of 9) and a semi-trailer truck (18 wheels).

I would also argue that your name represented the epitome of giving love to a partner because, you know, 1 8 the other.

Furthermore, while one is the loneliest number, it loves when eight snuggles up next to it. Just like we all would feel if 18 snuggled up next to us."

- artworks

Sunday, March 13, 2011, 12:45:33 AM- The Nature of Beauty and Mathematics

The golden section- a precise way of dividing a line, music or anything else showed up early in mathematics. It goes back at least as far as 300 B.C., when Euclid described it. The Pythagoreans also knew about the golden section around 500 B.C. The oldest examples of this principle, however, appear in nature's proportions, including the morphology of pine cones and starfish. Furthermore, "The golden section is thought by some people to offer the aesthetically most pleasing proportion."

Nature has many examples of the Golden Section or Divine Proportion. For example,the eye, fins and tail all fall at Golden Sections of the length of a dolphin's body. Phi is frequently expressed in many of Nature`s creations, and by varying the angle between adjacent radii, a number of Natural spirals and leafshapes can be created.

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Most Recent Comment:	"And of course the nautilus shell." - Epicurus3

Friday, March 11, 2011, 6:50:54 PM- Golden DNA

The DNA cross-section is based on Phi. A cross-sectional view from the top of the DNA double helix forms a decagon. A decagon is in essence two pentagons, with one rotated by 36 degrees from the other, so each spiral of the double helix must trace out the shape of a pentagon.The ratio of the diagonal of a pentagon to its side is Phi : 1. So, no matter which way you look at it, even in its smallest element, DNA, and life, is constructed using phi and the golden section.

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Most Recent Comment:	"Phi appears in many ratios in the nature, from micro- to macro-scopic levels. It does suggest existence of some underlying property we have not discovered yet." - intpj

Thursday, March 10, 2011, 6:30:25 PM- The Golden Body

The Golden Section in the human body is also known as Phi. It is manifested in the structure of the human body. If the length of the hand has the value of 1, for instance, then the combined length of the hand and forearm has the approximate value of Phi. In addition, the proportion of upper arm to the hand and forearm is in the same ratio of 1: Phi .

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Most Recent Comment:	"Is this like, the metric system for measuring cock length? Instead of, "I've got 10 inches of solid meat for you baby!" we now have to nerdily say, "The appendage which is attached above my scrotum measures 0.47 Phi when stimulated by hand during perusal of the digital images in your internet profile, Miss 18"?" - artworks

Sunday, March 6, 2011, 11:44:24 PM- Art, Nature and the Heart

Spirals are one of the oldest and most sacred images known. It is one of the earliest examples of human creative expression, appearing in nearly every society in the ancient world. Also the spiral pattern is found extensively in nature – encoded into plants, animals, humans, the earth and galaxies around us. Finally mathematics can explain the complex algorithms, sequences and equations that make up a spiral pattern, but it can’t explain the fascination of the spiral to the human heart.

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Most Recent Comment:	"So there can be no straight line ? " - Raven2005

Tuesday, March 1, 2011, 9:11:23 PM- Spiral Galaxy

Galaxies can be spirals too. They are a star system bound by gravity that look like a pinwheel. They can be described as a disc with a bulging center that have brighter arms wheeling out in a spiral pattern.

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Most Recent Comment:	"you are describing a lady lol" - ynottt

Saturday, February 26, 2011, 7:11:10 PM- Special but Selfish Spirals

Logarithmic spirals are self-similar in that they are self-congruent under all similarity transformations (scaling them gives the same result as rotating them). Scaling by a factor e2πb gives the same as the original, without rotation. They are also congruent to their own involutes, evolutes, and the pedal curves based on their centers.

The realization of this helped me deal with a self-center male here, but then I repeat myself.

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Most Recent Comment:	"but your happily married.........damn.....so am I ......lol" - ynottt

Thursday, February 24, 2011, 8:31:25 PM- What is the relationship to Time though?

The Archimedean spiral starts in the origin and makes a curve with three rounds.

The distances between the spiral branches are the same.

More exact: The distances of intersection points along a line through the origin are the same.

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Most Recent Comment:	"It's relative to the scope of light" - By-the-Sea