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originally posted by: nugget1
Your thread is admittedly over my head because: math. I loved playing at the link, though!
originally posted by: Randyvine2
a reply to: JimmyNeutr0n
The Light of Eternal Mind
Well done!
originally posted by: JimmyNeutr0n
Anyway, there's a few valleys you can check out within the Mandelbrot Set that really shows its elegance and beauty. There's the Vally of Elephants, the Valey of Seahorses, the Valley of Bowties and a few other locations of interest
originally posted by: olaru12
a reply to: JimmyNeutr0n
The spirit molecule will take you to Mandelbrot land in about 10 seconds and you can speak to entites, when you get there, that think they're GOD.
Not for the faint hearted; You will never look at reality the same way again. Buy the ticket, take the ride....
originally posted by: nerbot
originally posted by: JimmyNeutr0n
Anyway, there's a few valleys you can check out within the Mandelbrot Set that really shows its elegance and beauty. There's the Vally of Elephants, the Valey of Seahorses, the Valley of Bowties and a few other locations of interest
And what happens when you take a Mandelbrot and make it 3D?
You get Mandelbulbs....
There is an incredible world waiting when you create outside the box.
Z = Z 2 + C
Mandelbulb.com
Free Mandelbulb Software
Allegro argues, through etymology, that the roots of Christianity, and many other religions, lay in fertility cults, and that cult practices, such as ingesting visionary plants to perceive the mind of God, persisted into the early Christian era, and to some unspecified extent into the 13th century with reoccurrences in the 18th century and mid-20th century, as he interprets the fresco of the Plaincourault Chapel to be an accurate depiction of eucharistic ritual ingestion of Amanita muscaria
Schedule I drugs, substances, or chemicals are defined as drugs with no currently accepted medical use and a high potential for abuse
originally posted by: micpsi
If you want to be shown real, mathematical evidence of God (instead of this silly razzle-dazzle loved by '___'-sodden New Agers), ....
if you really want your mind to encounter transcendental intelligence miraculously expressed in number, geometry and modern mathematics that will leave your mind reeling with awesome wonder, ....
If you really want to fuse together mathematics, science, religion and the paranormal into a coherent whole that reveals beyond doubt the Mind of God designing perfect beauty, ....
then study the research here.
But be warned:
Before you can stand before the Throne of God, you have to work hard to reach there.
originally posted by: lostgirl
a reply to: JimmyNeutr0n
Were there Mandelbrots before the Big Bang?
Which came first, Mandelbrots or math?
originally posted by: andy06shake
a reply to: JimmyNeutr0n
Given the size/scale and grand scheme of it all, if there is a god or creator force responsible for this verse, it may be unknowable regarding our human condition in the same to similar manner an Ant could never comprehend special relativity or mandelbrot set.
The Mandelbrot set (/ˈmændəlbroʊt, -brɒt/)[1][2] is the set of complex numbers [displaystyle c]c for which the function [displaystyle f_[c](z)=z^[2]+c][displaystyle f_[c](z)=z^[2]+c] does not diverge to infinity when iterated from [displaystyle z=0]z=0, i.e., for which the sequence [displaystyle f_[c](0)][displaystyle f_[c](0)], [displaystyle f_[c](f_[c](0))][displaystyle f_[c](f_[c](0))], etc., remains bounded in absolute value.
definition of Mandelbrot Set
originally posted by: Byrd
a reply to: JimmyNeutr0n
But you might want to note that the Mandelbrot Set does NOT represent any sort of infinity. It's a bounded set.
The Mandelbrot set (/ˈmændəlbroʊt, -brɒt/)[1][2] is the set of complex numbers [displaystyle c]c for which the function [displaystyle f_[c](z)=z^[2]+c][displaystyle f_[c](z)=z^[2]+c] does not diverge to infinity when iterated from [displaystyle z=0]z=0, i.e., for which the sequence [displaystyle f_[c](0)][displaystyle f_[c](0)], [displaystyle f_[c](f_[c](0))][displaystyle f_[c](f_[c](0))], etc., remains bounded in absolute value.
definition of Mandelbrot Set
It further says "The Mandelbrot set is a compact set, since it is closed and contained in the closed disk of radius 2 around the origin. "
There's a nice discussion/set of answers about what it is and does on Quora and a good one over on Reddit
Images of the Mandelbrot set exhibit an elaborate and infinitely complicated boundary that reveals progressively ever-finer recursive detail at increasing magnifications; mathematically, one would say that the boundary of the Mandelbrot set is a fractal curve. The "style" of this recursive detail depends on the region of the set boundary being examined. Mandelbrot set images may be created by sampling the complex numbers and testing, for each sample point c , [displaystyle c,] c, whether the sequence f c ( 0 ) , f c ( f c ( 0 ) ) , … [displaystyle f_[c](0),f_[c](f_[c](0)),dotsc ] [displaystyle f_[c](0),f_[c](f_[c](0)),dotsc ] goes to infinity.