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# Golden Ratio :: Evidence or Coincidence of intelligent design?

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posted on Oct, 23 2018 @ 09:40 AM
Lets run through what we do know about Phi and the Golden Ratio, the Pentagon, Pentagram, Decagram, Decagon and Dodecahedron are all related and fit together like a glove, but only by using ten points in a circle, not five, but this doesn't complete a master key shape, but does give a 3D dodecahedron in the centre:-

posted on Oct, 23 2018 @ 10:18 AM

Why are the following equations integrated into the
behavior of many living things?:

Fibonacci ( n ) = F ( n-2 ) + F ( n-1 ) , where F(1) = F (2) = 1.
Golden Ratio = ( 1 + squareroot ( 5 ) ) / 2 = approximately 1.618.

The ratio of each successive pair of Fibonacci numbers in
the sequence approximates Phi.

The human X chromosome inheritance tree and
the bee ancestry code follow the Fibonacci sequence.
The spiral in a seashell includes the Golden Ratio in
it's spiral.

Throughout early human history depictions of symbols
were important and clues have been left by the (
Mesopotamian and Gobekli Tepe carvings) civilizations:

The Persian civilization.
Ancient Greek Civilization.
Chinese Civilization.
Mayan Civilization.
Ancient Egyptian civilization.
Indus Valley Civilization.
Mesopotamian Civilization.

edit on 23-10-2018 by ThatDidHappen because: (no reason given)

posted on Oct, 23 2018 @ 01:32 PM

Hi ThatDidHappen,
Another way to put Phi is 5^.5*.5+5. a lot of the shapes generated are to the power of five anyway!
There are scientists that feel that the Cosmos is shaped like a Dodecahedron, but isn't yet proven, however Plato thought the same thousands of years ago!
physicsworld.com...
The Golden Ratio has been found in solid state matter as shown on link below:-
www.sciencedaily.com...
If you attach a Golden Spiral to its mirror image you will find you get a cardioid, very like the first sequence of the Mandelbrot Set:-
en.wikipedia.org...

edit on 23-10-2018 by Astronomer62 because: Link fault

edit on 23-10-2018 by Astronomer62 because: Link fault

posted on Oct, 23 2018 @ 01:56 PM

That is very interesting, as the fractal space is infinite,
generating a new fractal image at every point. The
Mandelbrot set was discovered just within the last 100 years.
It mimics well images of living things such as leaves and
trees. Perhaps this is because it's relation to the cardioid
and phi.

The Platonic solid has 12 faces. I do not think it matters
which way the Hubble ultra deep field telescope points or
changes it's attitude, in the sky, it will see the same as in
any direction, far galaxies. There may be a list of suitable
attitudes for Hubble to look through.

edit on 23-10-2018 by ThatDidHappen because: (no reason given)

edit on 23-10-2018 by ThatDidHappen because: add ultra

edit on 23-10-2018 by ThatDidHappen because: Add attitude

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posted on Oct, 23 2018 @ 02:18 PM
this thread can be likened to a puddle wondering if the hole it was collected in was engineered for its sake. in truth, the golden ratio is just another example of how natural selection applies to physics as well as ecology. the more mathematically viable, the more statistically probable.

posted on Oct, 24 2018 @ 08:17 AM
Hi ThatDidHappen,
The Cardioid in The Mandelbrot Set is some times called "The Thumb Print of God", however how long the sequence of visual fractals go, it always comes back to the same cardioid, but never is able to explore inside, it just appears as a black shape. This baffled me for years, and although there are spirals involved, i was looking for concrete evidence of connection to Phi.
Mario Livio was from 1991 till 2015 an astrophysicist at the Space Telescope Science Institute which operates the Hubble Space Telescope, some of his books are a fascinating read, "The Golden Ratio, The Story of Phi, The World's most astonishing Number" and "Is God a Mathematician".
en.wikipedia.org...
The Logarithmic Spiral is a close approx. of Phi which shows the relationship with the Nautilus shell, Cyclones and Spiral Galaxies:-
en.wikipedia.org...

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edit on 24-10-2018 by Astronomer62 because: spelling mistake

posted on Oct, 24 2018 @ 09:31 AM
A link to Mandelbrot visual math below:-
I am an astronomer, so was aware of the retrograde motion orbit of Venus, that traces a cardioid and a pentacle in the sky, however this is an illusion by the Earth and Venus in orbit around the Sun, but having different orbit speeds.

edit on 24-10-2018 by Astronomer62 because: Link fault

posted on Oct, 24 2018 @ 10:29 AM
Hi TzarChasm,
Obviously Phi is controversial, and i understand your point of view, the reason that i have brought this thread back to life concerns my research into fractals and Phi and finding a shape that will include a pentagram, pentagon, decagram, decagon dodecahedron and a Cardioid that applies to both the Mandelbrot Set and the Golden Ratio.
This area of math could help explain growth patterns in nature, so i am looking for a master key for fractals, and will show this design soon.
A few years ago another shape was invented by a math teacher, it was called the Harriss Spiral, however i thought i could do much better:-
www.geogebra.org...
Actually the key to this is on link below, lets see if any one can work out the master key, i will pause here:-
mathworld.wolfram.com...

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posted on Oct, 24 2018 @ 10:49 AM

I haven't gone into the details, but this video from Klee Irwin of Quantum Gravity Research may be interest to you:

posted on Oct, 24 2018 @ 12:39 PM

I am unsure what you mean by master key...and growth patterns in nature? do you mean non organic or biological patterns? atomic or synergetic? they are all based in the same fundamental laws that dictate the fabric of reality. as above so below.

posted on Oct, 24 2018 @ 02:59 PM

originally posted by: ThatDidHappen

That is very interesting, as the fractal space is infinite,
generating a new fractal image at every point.

Exactly. The phi ratio has an infinite number of non-repeating decimal places. So does Pi. To imagine it is accidental is persistent atheism. There is nothing that will suffice for those that are so stubborn.

posted on Oct, 24 2018 @ 03:06 PM

So what?
There are more such irrational numbers than not.

posted on Oct, 24 2018 @ 03:12 PM

originally posted by: Phage

So what?
There are more such irrational numbers than not.

Pi and Phi being ubiquitous in nature is an indication of an infinitude of coding into reality. Spheres, human proportions, branching patterns, etc

posted on Oct, 24 2018 @ 03:22 PM

Pi and Phi being ubiquitous in nature is an indication of an infinitude of coding into reality.

Quite a statement.

Do you think there is something magical about pi? Or circles? You know that pi is the ratio between the circumference of a circle and its diameter, right? Nothing more, nothing less. So, if you have a circle, you have pi. That's not coding into reality. That is reality.

How about squares? Triangles? They have self consistent properties. Are they indications of infinitude of coding as well?

edit on 10/24/2018 by Phage because: (no reason given)

posted on Oct, 24 2018 @ 03:27 PM

Fibonacci sequence gets used a lot 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610

They get rarer and rarer..

posted on Oct, 24 2018 @ 03:28 PM

originally posted by: Phage

Pi and Phi being ubiquitous in nature is an indication of an infinitude of coding into reality.

Quite a statement.

Do you think there is something magical about pi?

I am emphasizing the mathematical implications of having irrational numbers being the core components of natural structures. Even an intelligent human attempting to create an irrational number would eventually write/type a repeat decimal sequence. The coding of this universe is fascinating.

Sure we could blindly say it's all coincidence, but even that is part of the endless capabilities of our imagination.

posted on Oct, 24 2018 @ 03:30 PM

Fibonacci sequence gets used a lot

Yeah. Some. Not sure about "a lot."

There are certainly a lot more cases where it doesn't occur than it does.

posted on Oct, 24 2018 @ 03:32 PM

I am emphasizing the mathematical implications of having irrational numbers being the core components of natural structures.

It would be more intriguing if the rules were based on rational numbers. One might think.

posted on Oct, 24 2018 @ 03:33 PM

originally posted by: Phage

It would be more intriguing if the rules were based on rational numbers. One might think.

Rational numbers are finite, irrational number are infinite. There is more data in an irrational number.

posted on Oct, 24 2018 @ 03:33 PM

Rational numbers are finite,

False. There an infinite number of rational numbers.

edit on 10/24/2018 by Phage because: (no reason given)

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