This is my favourite colourisation of the Mandelbrot set I have seen and the music with it too is divine. Looking and listening to such beauty really puts my mind at ease. Thank you so much Maths Town for creating and sharing. Peace and love from Australia ☮
It's extraordinary to think that the first visualisation of the Mandelbrot Set was only created in 1978 by Robert W. Brooks and Peter Matelski, and that on a simple line printer using a single ASCII character (*). Even more extraordinary is that Pierre Fatou and Gaston Julia had glimpsed this beautiful world in the late 19th century during their work on complex dynamics but they lacked the necessary computational facilities to fully realise it. Today, even a simple smartphone can create these beguiling images. In the not too distant future, it will be possible to "fly" through the Mandelbrot Set at these ultra-high resolutions and zoom levels in real time while steering the POV anywhere you want. I applaud the folks at Maths Town for creating these breathtaking videos for us to enjoy, and all derived from the simplest of equations - z→z²+c.
I lie with my knees down and my arms fourth at this magnificent thing I have found. This is a magnificent sight to behold, and now having gained the knowledge that this is a part of math, makes it ever so magnificent, more so than as the universe itself in my opinion. Perhaps the black void at the beginning is the known universe of darkness, time, and space, and that here we see the universe beyond.
after watching it on my living room TV on full screen for a while, for some reason it looks like my eyes are zooming out as im typing this. okay it stopped now that I got to here in this sentence very cool!
The most astonishing part about this Mandelbrot set is which ever point you go, the same shape will repeat in similar but always different fashion. God is great!
One of best colouristions of the set I've seen! Lovely visuals. Stay focused on the centre, relax the focus of your gaze and stimulate that pineal gland Mannnn... 😂
The magnificent picturesque-based visuals of this deep dive almost frightens me. The vast sea of mathematical entropy we will hath to remembereth, nurtureth and valueth otherwise this plunge will have no classed meaning. @Z Floyd was one subject that had to suffer through the moot portions of Math Town`s newest-ho! described zooms, and now that one new adventure exists, we can prosper once more.
I never tire or cease to wonder about the mandelbrot pattern.Is it like life plants,flowers,leaves that these recurring shapes,patterns arise from.Not just computer?
Dennis, I've guided you to a video here, taught by Dr. Holly Krieger.. formerly of MIT... over across the pond she is now... hold on and I'll send.. the Mandelbrot Set comes from the X and Y axis... I'm not deep into math, but I do know that
I kept stopping the video to take screen shots. I couldn’t bear not saving these fleeting exquisite images but then there were too many and I wasn’t watching the video so I stopped.
Beautiful as always, if the colours are restricted to two and one is white with all the tones from the one colour to white then it will look like ripples on a pond as zoom in or out...
![Infinite Relaxation [Part 2] - A Mandelbrot Fractal Zoom (3e3284)](http://i.ytimg.com/vi/FsQUE4rZ9hE/mqdefault.jpg)
![Infinite Relaxation [Part 2] - A Mandelbrot Fractal Zoom (3e3284)](/img/tr.png)
This is my favourite colourisation of the Mandelbrot set I have seen and the music with it too is divine. Looking and listening to such beauty really puts my mind at ease. Thank you so much Maths Town for creating and sharing. Peace and love from Australia ☮
It's extraordinary to think that the first visualisation of the Mandelbrot Set was only created in 1978 by Robert W. Brooks and Peter Matelski, and that on a simple line printer using a single ASCII character (*).
Even more extraordinary is that Pierre Fatou and Gaston Julia had glimpsed this beautiful world in the late 19th century during their work on complex dynamics but they lacked the necessary computational facilities to fully realise it. Today, even a simple smartphone can create these beguiling images.
In the not too distant future, it will be possible to "fly" through the Mandelbrot Set at these ultra-high resolutions and zoom levels in real time while steering the POV anywhere you want.
I applaud the folks at Maths Town for creating these breathtaking videos for us to enjoy, and all derived from the simplest of equations - z→z²+c.
Didn't know any of that. Thx
I lie with my knees down and my arms fourth at this magnificent thing I have found. This is a magnificent sight to behold, and now having gained the knowledge that this is a part of math, makes it ever so magnificent, more so than as the universe itself in my opinion. Perhaps the black void at the beginning is the known universe of darkness, time, and space, and that here we see the universe beyond.
Calmed our toddler down instantly. And teaches her to focus visually & mentally.
She’s gonna grow up to be so deep! ❤
Until she looks away and the world is shrinking!
She instantly got stoned 😂
I didn't blink for 3 minutes at one point, very trance-like!
love them fractals.
after watching it on my living room TV on full screen for a while, for some reason it looks like my eyes are zooming out as im typing this. okay it stopped now that I got to here in this sentence very cool!
this kind of makes all my huge life problems seem insignificant, and even funny.
FINALLY! a new ultra deep zoom.
I was waiting on this for a while.
Man i really fucking hate math but this is soooooo beautiful
Very nice in every way
The most astonishing part about this Mandelbrot set is which ever point you go, the same shape will repeat in similar but always different fashion. God is great!
yes is so beautiful 🤩🤩🤩
But is God as great as Allah?
@@andrewmcgill3178… *is god even real-*
@@DeafToneMusic he got a lot of women that take real good care of him. If that's real.
❤❤❤ Beautiful ❤️❤️❤️. Awesome friquency. ❤❤❤
One of best colouristions of the set I've seen! Lovely visuals.
Stay focused on the centre, relax the focus of your gaze and stimulate that pineal gland Mannnn... 😂
Thanks!
so nice ,love you maths town
Just wholesome.
What the beautiful colors they are
66k views and only 52 comments shows you that nobody even thinks about commenting bc they're in an incredible deep dive of a sub mathematical world
좋은그림 감사합니다.😊
Thank you so much for creating this. I'm filled with Gratitude and Awe at the amazing beauty we have the great honor to participate in.
どこまでも続く心いやされるこの美しさは何なんだろう。
The mandelbrot set :3
*Thanks! Reading a book to the music with the screen in widescreen.*
I'm a few days late, but wow this is super gorgeous. Well done, as always, Maths Town.
Anyone also feels this has deep meaning about our universe ? Complexity can emerge from simple rules, beauty from maths and convergence from iteration
This is pure math. The universe certainly borrows from it to some extent, yes.
Loved this! Awesome color combinations. Musical pieces got a little monotonous after a while but were otherwise good compositions. On to part 2! :)
The magnificent picturesque-based visuals of this deep dive almost frightens me.
The vast sea of mathematical entropy we will hath to remembereth, nurtureth and valueth otherwise this plunge will have no classed meaning.
@Z Floyd was one subject that had to suffer through the moot portions of Math Town`s newest-ho! described zooms, and now that one new adventure exists, we can prosper once more.
0:30 hey thats me!!
It's fun to periodically look away and watch things in the room shrink. There's got to be a name for that. And you upload time was?
i could call it roomshrink
or zkrishrinkitazilophala as a ciantific name for that :)
그리고 그림 아주 아름답습니다.😊😊
16:13 is just simply stunning
I never tire or cease to wonder about the mandelbrot pattern.Is it like life plants,flowers,leaves that these recurring shapes,patterns arise from.Not just computer?
Dennis, I've guided you to a video here, taught by Dr. Holly Krieger.. formerly of MIT... over across the pond she is now... hold on and I'll send.. the Mandelbrot Set comes from the X and Y axis... I'm not deep into math, but I do know that
Highlights:
5:10
8:04
11:53
20:46
22:16
33:21
51:28
52:13
1:18:24
1:57:42
se assistir o vídeo completo focado vai ter iusão de ótica extrema(provavelmente)
echt cool
Cross your eyes while you watch it
That you took how time for do it
I kept stopping the video to take screen shots. I couldn’t bear not saving these fleeting exquisite images but then there were too many and I wasn’t watching the video so I stopped.
I have been falling... for two hours! Help!
Beautiful as always, if the colours are restricted to two and one is white with all the tones from the one colour to white then it will look like ripples on a pond as zoom in or out...
❤
my neurodivergent brain loves this
Anyone finish the whole 2 hours and not end up in a psychiatric ward?
I'm 27 mins in and gotta stop 😅
RYOIKI TENKAI, 👁👁 MURYOKUSHO 🤞 (2x speed)
would you make a 1e10000 zoom (6 parts, each part 2 hours, total of 12 hours) zoom...
can you share the name of the music from 3:27 - 6:57?
How many time calculating it? And what specs of ur computer
could you provide us with the parameter / location of the final image please ?
My biggest question is how this point where the zoom is going to was picked up? Or is there slight panning happening that is not visible?
Hi what program do you use?
Ooooooo
Nah if it where infinut wouldnt we already be in the fractal , if you know what i mean
28:40
is it just me or is 6:45 an aleph
Please use tibetan healing bowls or obertone music and the healing aspect of youre videos will increase
32:43 Гитлеру это бы понравилось