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FractalMonster — Compass Mandala

Published: 2007-03-23 00:41:50 +0000 UTC; Views: 2169; Favourites: 27; Downloads: 255
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Description From deep in the border of quadratic connectedness locus, i e the Mandelbrot set, far beyond the limit of double precision. Magnification 5.071x10^30. Suppose the whole unmagnified Mandelbrot set has a range of 1 dm. That would mean that having this magnification it would have a range of 5.071x10^29 m. The distance the light travels during one year is 9.461x10^15 m. This would mean that the at this magnification, the Mandelbrot set would have a range of of 5.071x10^29 m/9.461x10^15 m = (5.071 /9.461)x10^(29-15) = 5.3599x10^13 light years. Suppose that the visible universe has a range of about 15 000 000 000 light years. This would mean that the whole Mandelbrot set at this scale would reach 53 599/15x10^9 = 3 573 times outside the visible universe!

Generator: fractal eXtreme.
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Comments: 34

TheFunKeyWays [2014-09-17 15:34:11 +0000 UTC]

UUUWAAAAAA THIS LOOKS SO EPIIIC!!!!!!!! Seriously wow!!!! The colors and the forms are... EPICS!!!

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FractalMonster In reply to TheFunKeyWays [2014-09-17 15:48:07 +0000 UTC]

Can just say THANK YOU

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aStRaLiLiTu [2009-11-15 12:53:09 +0000 UTC]


cool!

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FractalMonster In reply to aStRaLiLiTu [2009-11-15 12:58:19 +0000 UTC]

Thank you This is my deapest zoom i the Manedlbrot set puplished by me

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aStRaLiLiTu In reply to FractalMonster [2009-11-15 13:04:42 +0000 UTC]


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Suvetar [2009-02-22 17:43:18 +0000 UTC]

I don't know what to say - it's simply beautiful, perfect!

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FractalMonster In reply to Suvetar [2009-02-22 18:57:01 +0000 UTC]

I quite understand you The hidden beauty of the fractal math BTW, have you heard about fractals before?

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Suvetar In reply to FractalMonster [2009-02-22 19:06:46 +0000 UTC]

Yes, I've heard, and I like fractal art - fractals are all around us in the nature, and that is so fascinating... That's real beauty. But, I don't know anything about fractals in the math. I don't know if you have to know math to make that kind of art...

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FractalMonster In reply to Suvetar [2009-02-22 20:42:36 +0000 UTC]

Most software can be downloaded from [link] . Many progs are free, for example Fractal Forge, Xaos, and Fractal Explorer Not so difficult to play with such progs. You don't have to know anything about the math behind (most fractal artists do not). Otherwise you can have my "Chaotic series of fractal articles" [link] as a resource

Maybe these two journals below,

"Which spots belong to the M set?" [link]
"About iterations and basic color routines" [link]

would be of some interest for you. Read all what I've written with an open eager mind

Regarding deep zooms in the Mandelbrot set, if you check out my deviation "Cauliflowerfort" [link] and click the link under "Artist's Comments" you can follow the entire zoom sequence in 28 steps

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Suvetar In reply to FractalMonster [2009-02-22 21:00:58 +0000 UTC]

Ok, thanx a lot for a long comment and explanation - I will see the links, and maybe I'll learn more about fractals...

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FractalMonster In reply to Suvetar [2009-02-22 21:15:44 +0000 UTC]

My pleasure It's a VERY fascinating world, both to explore (requires no math) and to try to achieve some basic understanding

BTW, the image you first faved, [link] , is the deepest zoom in the Mandelbrot set I've published (see Artist's Comments)..

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moonperfume [2008-09-12 18:15:49 +0000 UTC]



My gaze flows through the dimensions of the pattern.

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FractalMonster In reply to moonperfume [2008-09-12 18:45:53 +0000 UTC]

Regarding deep zooms in the M set, if you check out my deviation "Cauliflowerfort" [link] and click the link under "Artist's Comments" you can follow the entire zoom sequence in 28 steps

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moonperfume In reply to FractalMonster [2008-09-16 01:52:40 +0000 UTC]

That is like explaining the essence of fractals through images. No math required.

PS: Thank you for the .

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FractalMonster In reply to moonperfume [2008-09-16 09:01:32 +0000 UTC]

Yeah, that's the purpose with those illustrations :w00: Also check my journal "Cool Fractal Animations on YouTube" [link] Then if you have a little theoretical interest, there is my "Chaotic series of fractal articles" [link] ( I hope I've not mentioned them before)

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Lillyanna [2008-09-08 14:11:46 +0000 UTC]

Just wanted to share with you that I'm still LOVING this one
I was going to change my backdrop for today and decided not to. I LOVE, LOVE, LOVE IT
I noticed you had done this one in 2007.... how did I miss seeing it before?
So glad it came around again I'll enjoy it forever!

Keep a smile on

Lillyanna

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FractalMonster In reply to Lillyanna [2008-09-08 15:14:20 +0000 UTC]

Hi Lillyanna

I am VERY honored that you love this one, because it's the largest mandelbrot zoom I ever published (read Artists Comments and also my journal "How big is the Mandelbrot set?" [link] ). As most of my images this image is completely raw without any filter effects. That's the reason why I call me "a Fractal Traveler" rather than a "Fractal Artist"

The reason you haven't seen it is because I have a large gallery and this one was one of my first. Now I've started upload my motives on the Fractal Dreams an Ultra Fractal groups So now (besides watching these groups) you have to go through my whole gallery

Regarding deep zooms in the M set, if you check out my deviation "Cauliflowerfort" [link] and click the link under "Artist's Comments" you can follow the entire zoom sequence in 28 steps

Thank you Lillyanna for your kind words

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Lillyanna In reply to FractalMonster [2008-09-09 14:58:41 +0000 UTC]

Hi Ingvar

I LOVE YOUR FRACTALS!!! I have now gone back and looked at every one of them I've faved a few dozen. Sorry to say I was to lazy to comment on each one, and said "I LOVE IT" for all of them. I love the bold brightly colored ones so much like Compass Mandala. YOU make my day when I see an AWESOME fractal

Keep a smile on

Lillyanna

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FractalMonster In reply to Lillyanna [2008-09-09 17:21:44 +0000 UTC]

Dear Lillyanna You are really not lazy. Glad to made someones day. Even if I have some dark colored fractals also BTW, I think soon you also have to play with some fractal software yourself Take care

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Lillyanna [2008-09-08 04:54:07 +0000 UTC]

AWESOME! LOVE IT

Lillyanna

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FractalMonster In reply to Lillyanna [2008-09-08 04:58:03 +0000 UTC]

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im1happy [2007-08-05 00:30:21 +0000 UTC]

Awsome work

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FractalMonster In reply to im1happy [2007-08-05 01:58:47 +0000 UTC]

Thanks again Elizabeth This is the deepest Mandelbrot zoom I've so far published

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x-fantasia In reply to FractalMonster [2010-02-11 23:36:30 +0000 UTC]

How long did it take to render the whole fractal?

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FractalMonster In reply to x-fantasia [2010-02-12 00:12:29 +0000 UTC]

Don't remember, but that one was one of my long renderings not 60 hours, but not very far away from it. That's due to the high resolution (8000x6000), but most for the long floating numbers beyond double precision, so instead of using the math chop, software routines where used.

But you don't need to get on that extreme depth in order to find nice intricate patterns

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x-fantasia In reply to FractalMonster [2010-02-12 16:41:13 +0000 UTC]

Ahah, yeah, I know, my pc wouldn't handle it because power in Africa is always down! x'D

Thanks for the answer

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FractalMonster In reply to x-fantasia [2010-02-12 17:52:52 +0000 UTC]

..and regarding fx, you have to restart from the begging if you brake a rendering An UF rendering you can interrupt and the rendering will start from where the rendering ended when you load UF again But power failure may cause a black line if UF where writing to disc at the moment of failure

BTW, here [link] is my other 60 hours rendering. This time cause it's 3D and you have to increase the virtual depth along with the resolution..

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x-fantasia In reply to FractalMonster [2010-02-12 18:39:26 +0000 UTC]

Oh, I've already tried the 3D Mapping, well, it was not useful until now but I'm sure it will be useful in the future

Well, anyways, I'm moving back to Portugal and power there is always up, finally
Rendering can be complete, but I don't think I need those so many pixels, eheh

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FractalMonster In reply to x-fantasia [2010-02-12 18:52:16 +0000 UTC]

Yeah, 3D fractals are a little bit tricky to use. I've written a journal [link] of the las 3D formula of my friend Stig He was the first who, for some years ago wrote rD raytracing formulas for UF (Slijkerman must have been astonished)

Really hope you will feel comfortable in Portugal. Yeah that's overkill if you don't gonna print mega posters

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x-fantasia In reply to FractalMonster [2010-02-12 19:04:43 +0000 UTC]

I'm gonna grab those formulas immediately! :brb:
I know I won't understand anything, but maybe playing with them will take me somewhere. Hope they don't take too long to render

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FractalMonster In reply to x-fantasia [2010-02-12 22:13:53 +0000 UTC]

Wish you a good luck. They require some patience. And also some knowledge of what they display

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im1happy In reply to FractalMonster [2007-08-05 02:00:20 +0000 UTC]

Your welcome again its amazing

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Droid24747 [2007-03-23 01:28:22 +0000 UTC]

Oooooo, I want that as my compass!

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FractalMonster In reply to Droid24747 [2007-03-23 11:34:58 +0000 UTC]

Thank you Chris

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