HOME | DD
FractalMonster â Lost in the Border2 Reddish
by-nc-sa
#mandelbrot #set
Published: 2015-09-16 16:39:02 +0000 UTC; Views: 814; Favourites: 44; Downloads: 14
Redirect to original
Description
Must be seen downloaded in order to see all subtle details.The very same motive as the earlier . However with another color map
Â
Software: Kalles Fraktaler. Se my journal,
New Revolutionary Algorithm for the Mandelbrot set
Formula: The standard Mandelbrot formula (z -> z^2 + c).
Magnification: 1.5x10^133
Coordinates:
Re: -1.7499431176231782824692456746525466304082825081775330410946380943215745473764336803401888106688083737665989348614714170175592386857196064144284187906882399172957
Im: 0.00000495151363543731732336588062518698705712015267159128146726718619255305480354583810067503652761311803159715856900143933729912471749312600434267143744522605
Related content
Comments: 34
Thanks, really glad you like it
đ: 0 â©: 0
Excellent, looks like it would make an amazing classical cieling in some enormous 18th century mansion!
đ: 0 â©: 1
đ: 0 â©: 1
I agree! And yes I have. I remember the first time my dad explained by asking me to measure the coast of Scotland on a map with a ruler. Then half a ruler. Then just using a tiny corner of the ruler. Of course I could see more detail the smaller my measurements!
Recently I read the book Surface Detail by the late great Iain M. Banks, that got me interested again. I hadn't noticed them on DeviantArt till now though!
đ: 0 â©: 1
That was a really good example your father gave you 
Maybe you would appreciate my Chaotic series of fractal articles (<- click) if you have a little theoretical interest
Regarding deep zooms in the Mandelbrot set, if you check out my deviation Cauliflowerfort and click the link under "Artist's Comments", from page 4 you can follow the entire zoom sequence in 28 steps
In this journal you have some links to cool fractal animations I stumbled over at YouTube. Also check out the zoom videos in this journal
.. and from the middle of the nineties there is a fantastic TV program about fractals, Colors of Infinity by Arthur Clarke 
đ: 0 â©: 2
Colors of Infinity blew my mind! Â
đ: 0 â©: 1
Of cause just a show,but yet
đ: 0 â©: 1
Very awesome! Thanks for being so kind and helpful
đ: 0 â©: 1
No probs, it's SO fun to inspire people almost the meaning of life
đ: 0 â©: 1
Don't ever stop!
đ: 0 â©: 0
Wow, thanks a lot for all this!Much appreciated!!!
đ: 0 â©: 1
My very pleasure
đ: 0 â©: 0
I see the cytoplasm, vacuoles and a lot of mitochondrial. )
đ: 0 â©: 1
đ: 0 â©: 0
đ: 0 â©: 0
đ: 0 â©: 1
No I haven't, what are they?
đ: 0 â©: 1
Fractals are patterns that repeat themselves (or have details) at every levels of magnification
đ: 0 â©: 1
That's so cool, thanks so much! I've seen things like this before but I wasn't aware of their name. Awesome!
đ: 0 â©: 1
You got the idea of fractals and now you will see fractals everywhere
đ: 0 â©: 1
Haha, awesome xD
đ: 0 â©: 0
Really glad you do so 
đ: 0 â©: 1
Oh yes, favorite them all the time.
I just put everything that is done digitally in the digital folder.
I have my own way of organizing things so that I don't have 100 folders.
đ: 0 â©: 1
That's a good way of order
Maybe you would appreciate my Chaotic series of fractal articles (<- click) if you have a little theoretical interest
Regarding deep zooms in the Mandelbrot set, if you check out my deviation Cauliflowerfort and click the link under "Artist's Comments", from page 4 you can follow the entire zoom sequence in 28 steps
In this journal you have some links to cool fractal animations I stumbled over at YouTube. Also check out the zoom videos in this journal
.. and from the middle of the nineties there is a fantastic TV program about fractals, Colors of Infinity by Arthur Clarke
đ: 0 â©: 1
Well thank you for all of the links, I do enjoy fractals but I don't make them myself.
I''ll check some of those links out. 
The way you put it, makes me want to put them in their own separate folder.
đ: 0 â©: 1
For your inspiration. Just take waht you want, but don't stress
đ: 0 â©: 0