"Transcoding Infinity" - A Fractal Journey - Mandelbrot Zoom

This next step in the Fractal Journey takes one on yet another path into the Sacred Space of Oneness and continues the quest of visually transcoding into our awareness the infinitely interconnected nature of ALL possible "Realities"... of the Mandelbrot set. The ONE unfolding Reality, manifested out of the realm of probabilities, can be looked at as being the path we collectively choose to follow moment by moment in the ever flowing river of NOW.
"No matter where you go, there you are."
~ namaste
I recommend viewing this on a large screen in HD 1080p for best experience.
Music : Pete Namlook "Trip 1" : album "Air 2 - Traveling Without Moving" and "The Real World" : album "Namlook XV"

[@therapysession6583]

This is how infinite creation sees itself, or experience itself

[@idontlookingmistikeservice4535]

Looking very great 👍👍👍🎉 Will be amazing if can be possible sinergizing with acrylic paint 🎨

[@micahleinbach5329]

Very Satisfying

[@nathenism]

this video makes the shallowest songs get deep

[@whatevsitdontmatter]

+QuantumFractal - amazing. Very well done.

[@gotouguts2066]

Watched whilst under the influence of lsd- was not disappointed

[@guibena]

Awesome thoughts!!!!

[@QuantumFractal]

Thanks Mike. You are too, part of the creation.. hence part of my life ;)

Amazing work man

[@ayounglivelysoulinanoldtir3512]

to zoom in & out of the mandalbot set, is to realise the great, cosmic truth, that nothing exists in complete isolation & that everything is but a tiny part of the great oneness that is god, who created all things from himself & of himself, & is part of every part, of every part, & of whome all things are part of. thus, though we may think we cannot see god, we are actualy seeing him, all the time, for god is all that realy exists.

[@themandel2017]

2:04 any problem?

[@verycommonsense7218]

this was amazing with the help of lsd

[@bengarrett1830]

im on that too its awesome

[@user-wc3ee6xq9m]

Can you please Share the Programm? i have an idea

[@MusicNinjas]

What program is use to calculates these?

[@QuantumFractal]

Ultra Fractal for fractal exploration + Final Cut Pro for video editing.

[@thelongestname9926]

This is weird but cool

[@PLHouse]

This is amazing! How much would it cost us to use this for a project?

[@QuantumFractal]

Thank you for your appreciation, Chris. Feel free to use my "Transcoding Infinity" work in your projects if they are non-commercial, with the condition to give proper credit to QuantumFractal channel and if you plan to use the attached soundtrack, to Pete Namlook as well. On the other hand if you intend to use it commercially then we can negotiate a price.

[@trimatch-king6103]

+QuantumFractal may I used the video only ? with de credits? this is so beautiful!!!!

[@sciencoking]

Very nice! Although I prefer fast, deep zooms :-)

[@QuantumFractal]

I love fast, deep zooms too. However, I think slow zooms offer something that the fast zooms are missing. Both Fast & Slow offer somewhat different experiences.

[@paullsantos8931]

the ripple effect spoils it for me

[@whatevsitdontmatter]

it spoils me for it.

[@wubbazugg6327]

It *was* a bit distracting.

[@shprocketsnowwedawnc]

Don't understand infinity, accept it.

[@nathenism]

holy fucking shit

[@wrathchrist9566]

WHAT DRUGS ARE THESE

[@QuantumFractal]

It’s called FREE YOUR MIND drugs :) Let it all go.. Fear, Doubt and Disbelief ;)

[@panigbrowardcollege]

It’s shapes

[@extreme4327]

It’s fisiks

[@Mk-xy5uz]

A fractal is a closed shape but with an infinite area.

[@QuantumFractal]

Not necessarily. A fractal has a fractional dimension (which could be a whole dimension as well) so the concept of area and length are not quite as you imagine them to be when you talk about fractals. For instance, the cantor dust / cantor set is a fractal that has no length or area properties (en.wikipedia.org/wiki/Cantor_set). A fractal could enclose an area though, while having an infinite length boundary such as the Koch snowflake fractal (en.wikipedia.org/wiki/Koch_snowflake). And yes, some fractals can have an infinite surface enclosing a finite volume (I believe Mandelbulb is an example of this kind of fractal: en.wikipedia.org/wiki/Mandelbulb).

[@t00by00zer]

The area is not infinite since it is bounded by a finite area. However, the length of the boundary is infinite.

[@iinikki4570]

This gives me the creeps.

[@安安哥的日常]

心靈聖境

[@danielroot8872]

this is pretty neat, but I've got to ask, what is the point of this? another was listed on top 15 scariest videos, and I'm not to sure why. it was the one with the shepherds tone playing for 10 hours. do these fractal videos serve any purpose specifically?

[@QuantumFractal]

You can take it as art.. entertainment.. food for though.

[@danielroot8872]

Ah.

[@thorn9382]

the purpose is to hurt your brain

[@michielvansteenhoven7255]

Daniel Root well these pictures are the outcome of a mathematical formula that describe the infinity in a visual way

[@danielroot8872]

Mick Shadows ok

[@Freef_01]

How the actual fuck did somebody draw/create or do anything with this? This has to be a bot generating that image over and over again in a perfect position, right? RIGHT!?!?

[@QuantumFractal]

It’s done by magic :)

[@veronicaandrade2357]

I DON'T UNDERSTAND

[@nikitasusidko9705]

Its a closed shape with a infinite are. so no matter how much you zoom up on it, it will always repeat its self

[@DanyHajir]

Veronica Andrade ! Watch inner outer worlds on KZbin 🙏🏽🕉🙏🏽

[@ayounglivelysoulinanoldtir3512]

you need to be either a mathematician or a mystic to fully appreciate or understand it.

[@pascallandry4348]

Not a fan of making this amazing beautiful discovery having a humanized, I'm so deep I meditate in the mountains weekend monk, kind of feel.

[@nikitasusidko9705]

Im watching this in 2028 LOL

[@QuantumFractal]

You must be from an improbable future ;)

[@klutz_4348]

I'm so... uncomfortable.

[@arte0021]

it kinda looks like Buddha

[@martinet1985]

arte0021 yeah I can totally see it... 😂

[@ayounglivelysoulinanoldtir3512]

yes, thats exactly what ive always thought!