Amazing that you zoomed so deep into such a difficult location (such as the crack of a minibrot). I also find it interesting that you zoomed into the crevice of a minibrot a little further down the needle than the largest minibrot, which everyone else goes for, though I guess you did this to make sure that the julia sets were spaced out far enough apart to make it more visually appealing.
@Maths Town: Thanks for spending your time to bring these beautiful videos to us! 14:01: (and many, many other occasions) these colorful areas remind me of magnetic fields 14:31: quadrupol 15:50: hyperbolic geometry
what is truly impressive is the fact that there are no ads... thank you by the way, and the music doesn't suck.. other than that... mandelbrot fractal.. it's a program ppl :D
U could get the same effect when you travel by bus or car and look backwards .. but to opposite direction .. I mean after watching a while (long while) leaving everything behind you then everything you look at after will seem to come closer
Just like a LSD-Trip...without bad side effects. The first Mandelbrot i saw was in the late 80th/early 90th on my Commodore Amiga 500. It opened a window into strange worlds and nothing of its fascination is gone. Thanks for your great work.
Did you know that since this zoom zooms at constant speed, you can calculate the zoom depth of any frame by calculating the zoom speed (by dividing 1642 by the number of seconds the zoom takes, starting at 0:03 and ending at 2:16:25), then multiplying the zoom speed by the number of seconds you are into the video minus three (since the zooming starts three seconds in).
This is some of the most Amazing Art I've ever seen, it's a great Master Piece to me. Who ever made this knows what there doing and did a great job doing it.
@@primorelf8277 I asked chat GPT open AI "Are fractals made or discovered?" Answer: "Fractals are mathematical structures that are typically studied in the field of mathematics. They are discovered through the use of mathematical equations and computer algorithms, but they can also be observed in nature. Some examples of natural fractals include snowflakes, coastlines, and trees. Because they are a product of mathematical equations and algorithms, they are considered to be discovered rather than created."
@@primorelf8277 Related to this topic is: Is mathematics discovered or invented? Lots of philosophical discussion about that. But based on the videos in your playlist you're not really into these topics.
@@Chaosman88 Gosh, answering so late. The answer is no. Even in this video you will see periods of circles that end by breaking all the way back to twofold symmetry.
Are we reaching the limit? What would happen in a 24 hour zoom into this wonderful equation? It would be funny if the spirals and mandalas eventually condense and start forming recognizable shapes. like humans, or DNA strands.... or aliens.
I amazed by your patience. I could never render a fractal zoom for that long, since I share a computer with my brother, who would want to play on it before the zoom is done rendering.
Might be a dumb question, but why is it that the last part of every really deep Mandelbrot zoom seems to run out of wild/interesting shapes, and just becomes a descent into a bullseye-like tunnel of ever-thinner circular bands that eventually ends at a minibrot?
No, it is a very interesting question, I think it is one of the most fascinating parts of the Mandelbrot. I deliberately end all (well most) of the videos on a minibort, it is a kind of a silly tradition. All minibrots are actually surrounded by a history of the zoom. From about the 1/2 way point of the video you actually see a replay of the entire 1st half but with 2-way symmetry, but using 1/2 the space. This is followed by a replay at 4-way symmetry using 1/4 of the space. Near the mini-brot the symmetry gets so high, and the spacing so dense that it looks like circles. Eventually this process collapses towards infinite symmetry, and a minibrot is found. You will see this on every Mandelbrot video (of 2nd power) that ends at a minibrot.
@@MathsTown watching the symmetry go to infinity is why most mandelbrot zoom videos end in a minibrot. Without that final minibrot, the zoom would feel incomplete. Therefore, it is not a silly tradition.
A lot of shapes I haven't seen before are in this one. The Mandelbrot set never ceases to amaze. I'm not a big fan of all the black gradients. Blacks paired with most other colors seems garish to me. Although I know it is good for highlighting shapes. I wonder if the formula could be tweaked to only leave step changes to black? Black does look good with the night sky colors though (star white blue and purple).
ive always wanted to render a mandlebrot set but i can never find a good software or anything. can you make a tutoiral or at least say the name of the software used?
Hey... which software would you recommend me to explore Mandelbrot's set on my own? I have macbookpro2017... I appreciate your answer... cuz I've been looking for one good software for years and I can't find it.... let me know your opinions.. thanks
This video is made with Kalles Fraktaler, but I don't think you can get it on a Mac. It is the fastest software by far. If you want to create artistic images, Ultra Fractal is nice, but not cheap (And a bit slow).
Nothing blows my mind more than zooming into a Mandelbrot set for a long time and discovering Mandelbrots within a Mandelbrot
Minibrot*
@@petterlarsson7257 I mean, minibrots are never pefect, i guess
@@Magillt-1 I think only the minibrots on the real axis are perfect. All the other ones are probably warped in some way.
😂 Eigentlich grinse ich im Kreis
@@GB_0110 minibrots for fractals are (I think) mostly 1i^ versions of itself
Infinity is my new favorite color
Gavin Nippa same
Its a number
@@clark395 r/woooosh
Sameee
koSTA please unr/whoosh that person, they are just smarter than us 😂
Amazing that you zoomed so deep into such a difficult location (such as the crack of a minibrot). I also find it interesting that you zoomed into the crevice of a minibrot a little further down the needle than the largest minibrot, which everyone else goes for, though I guess you did this to make sure that the julia sets were spaced out far enough apart to make it more visually appealing.
As soon as complex numbers were invented this was waiting for us.
I think imaginary and complex numbers came at the same time idk
Discovered* ftfy
@Maths Town: Thanks for spending your time to bring these beautiful videos to us!
14:01: (and many, many other occasions) these colorful areas remind me of magnetic fields
14:31: quadrupol
15:50: hyperbolic geometry
But can you go to Mandela Nillsson level?
1:14:16 favorite part. Love The Infinite Color
Honestly can't tell if watching this on shrooms would be the best or worst idea of all time
Best ✅
Worst 🔲
Depends on watcher's mind.
Taking shrooms is both the best And worst idea of all time,It's also many more ideas than the maximum characters allow for.
Jacob Rael I think it would be very satisfying. And maybe on the verge of " too much" after a point. but bearable.
If you take shrooms and you close your eyes this will happen automatically (good trippy music helps)
what is truly impressive is the fact that there are no ads... thank you by the way, and the music doesn't suck.. other than that... mandelbrot fractal.. it's a program ppl :D
Ladies and Gentlemen, your new leader.......... Maths Town 🙏
z=z^2+c
I love to stare at these and then take my eyes off the screen and it looks like everything is moving away from me
Same with me! And I love it!
U could get the same effect when you travel by bus or car and look backwards .. but to opposite direction .. I mean after watching a while (long while) leaving everything behind you then everything you look at after will seem to come closer
when you want to get the last pringles in the mega pringles package:
Just like a LSD-Trip...without bad side effects. The first Mandelbrot i saw was in the late 80th/early 90th on my Commodore Amiga 500. It opened a window into strange worlds and nothing of its fascination is gone.
Thanks for your great work.
Ah maybe. It's a lot more mental than visuals at this stage. Reminds me more of dmt,before breakthrough wall.
Unreal!
I have seen a lot of fractal zooms, but this one is so gorgeous.
Did you know that since this zoom zooms at constant speed, you can calculate the zoom depth of any frame by calculating the zoom speed (by dividing 1642 by the number of seconds the zoom takes, starting at 0:03 and ending at 2:16:25), then multiplying the zoom speed by the number of seconds you are into the video minus three (since the zooming starts three seconds in).
I feel like I am flying thru rainbow infinity and the music goes with it. Thank you.
That moment you look at a mandlebrot set before you zoom in, and realize you are looking directly into infinity
Watching this videos on my VR is the best thing for relaxing time... thanks
aaaaawesome idea.... how to do it? please explain... I have an iPhone 7plus... how can I do it???? please let me know
Download MandelBrowser on google play
Down the rabbit hole! crazy good.
Love it. Your Poor processors... 4 months of solid rendering is just insanity!
This is my favorite fractal video. I LOVE IT!
Masterpiece! Infinity for ever and ever... Thank you so much Maths Town, this is so beautiful and incredibly brilliant! tc
I work in a gray cubicle all day, looking at gray data on a gray screen all day. I sometimes run this just to remember what colour is.
This is some of the most Amazing Art I've ever seen, it's a great Master Piece to me. Who ever made this knows what there doing and did a great job doing it.
It is more "discovered" than "made" :-p
@@hayeopreis no matter who discovered it someone still made it idiot
@@primorelf8277 I asked chat GPT open AI "Are fractals made or discovered?" Answer: "Fractals are mathematical structures that are typically studied in the field of mathematics. They are discovered through the use of mathematical equations and computer algorithms, but they can also be observed in nature. Some examples of natural fractals include snowflakes, coastlines, and trees. Because they are a product of mathematical equations and algorithms, they are considered to be discovered rather than created."
@@primorelf8277 Related to this topic is: Is mathematics discovered or invented? Lots of philosophical discussion about that. But based on the videos in your playlist you're not really into these topics.
Best. One. Yet.
Straight zoom starts at 1:08:12
Last minute: 2:16:00
Starts at: 0:03
Video starts at: 0:00
Kudos to you for watching the entire thing
Thanks!
Set Colors:
Red: inf
Green: inf
Blue: inf
Zoom Color:inf
isn't zoom a bad app
@@andro.txt0 ive never used zoom so idk
How is it infinite? :)
wait why did i put zoom color
@@andro.txt0 brain size: so small you have to zoom in infinitely to see it
Also, the reason I like deep zooms is because I like seeing the dense concentric circles at the end.
when the dense concentric circles start, will it ever gonna move out to other shapes, or it is stuck in those circles forever?
@@Chaosman88 Gosh, answering so late. The answer is no. Even in this video you will see periods of circles that end by breaking all the way back to twofold symmetry.
Great job with the colors and I love the music with it also is just perfect! ✌🙌✌
Excellent works even if you’ve took almost 5 months.
wonderful
1:14:00 just a personal reminder
woo buddy
10 seconds and the floor is already moving
Indeed...reminds me of an old tune " Legends of a Mind "
The thumbnail.
Also, I LOVE your song choices. (The first five songs were my favorite, by the way).
Are we reaching the limit? What would happen in a 24 hour zoom into this wonderful equation?
It would be funny if the spirals and mandalas eventually condense and start forming recognizable shapes. like humans, or DNA strands.... or aliens.
When I come down off salvia I dont come down the fractals just make life again you see it everywhere.
No.
@@zfloyd1627 tacos
Thank You
You inspired me to make my own 2D viewer with a palette! These videos are truly great!
Truly amazing. Thank you.
I really love this set and the visuals are stunning excellent video Maths Town
check out my fractal video sorry its low quality:ruclips.net/video/2GuXPFqgLqg/видео.html
Ya know I was thinking,,,
An I am held in awestruck amazement on the similarities between fractels and the visuals you get from high end LSD
Give me some great songs to listen to while enjoying this!! What do you recommend?
Another deep one. Nice
And WOAH those iterations plus the depth
thanks for the video, perfect music,🌟🌟🌟🌟🌟!
Agreed! The soft house is purrrfect... 😽
The color palette too
Have you ever thought of making poster size prints of some of these frames. I would buy it. Really beautiful images. Im mesmerized. 💜💚❤👍
Deborah La I was thinking the same. Or print onto a t shirt. So many cool snapshots to choose from
This
Real infinity is everywhere
Beautiful and mezmorizing! I love to watch this full 2 hours :D It is beautiful
I love your videos and this is one of the most beautiful you've made. Instant favourite :)
Wow, this is absolutely fantastic! Thank you for your hard work here.
tysm!!!!!!
Beautiful kaleidoscope!
Wut
It’s like there’s a party on my face and everyone’s coming.
Great job on this one.
This is what going the speed of light must look like
Wow addictive mathstown
fantastic video............as usual, man !!! < KEEP IT UP, BROTHER !!!
Wonderful video and music 🎶👍🌸🙋🏻🧚♀️🌹🧚🏻♀️🧚🏻♀️🦋🍀🧚🏻♀️🌸🙋🏻🎶👍many greetings to you 🎶🦋🧚♀️🧚🏻♀️🍀🌈🌸🍀🌹🙋🏻👍
If only we could zoom this far into telescopes
7:18 Now falling apart from the needle.
Wonderful man
Thank you!
Mini brot at 6:31
WOW just WOW. I played pink Floyd echoes over it for a bit!
I like to get their colours of infinity boot leg to play over it
I amazed by your patience. I could never render a fractal zoom for that long, since I share a computer with my brother, who would want to play on it before the zoom is done rendering.
If its infinite technically there will be everything
Man... Vger's memory goes on forever.
8:21 e100 magnification
16:40 e200 magnification
24:58 e300 magnification
33:17 e400 magnification
41:35 e500 magnification
49:54 e600 magnification
58:12 e700 magnification
1:06:31 e800 magnification
1:14:49 e900 magnification
1:23:08 e1000 magnification
1:31:26 e1100 magnification
1:39:45 e1200 magnification
1:48:03 e1300 magnification
1:56:22 e1400 magnification
2:04:40 e1500 magnification
2:12:59 e1600 magnification
P.S. I did not get these timestamps from nowhere. I actually did some calculations to figure them out.
I don't know what I'm watching!!. They're fantastic though!
Some fractal boi
They're? Seriously?
Good video!
Might be a dumb question, but why is it that the last part of every really deep Mandelbrot zoom seems to run out of wild/interesting shapes, and just becomes a descent into a bullseye-like tunnel of ever-thinner circular bands that eventually ends at a minibrot?
No, it is a very interesting question, I think it is one of the most fascinating parts of the Mandelbrot.
I deliberately end all (well most) of the videos on a minibort, it is a kind of a silly tradition. All minibrots are actually surrounded by a history of the zoom. From about the 1/2 way point of the video you actually see a replay of the entire 1st half but with 2-way symmetry, but using 1/2 the space. This is followed by a replay at 4-way symmetry using 1/4 of the space. Near the mini-brot the symmetry gets so high, and the spacing so dense that it looks like circles. Eventually this process collapses towards infinite symmetry, and a minibrot is found. You will see this on every Mandelbrot video (of 2nd power) that ends at a minibrot.
Woah. Mind blown (*boom*). Can you pinpoint exactly where on this video it switches to the 2-way symmetry?
@@TouchingClothProd its probably near 1:07:30 - 1:08:30 where you see similar circular shapes and then zoom point seem to shift offcenter
The cycle starts again keeping the infinity going on
@@MathsTown watching the symmetry go to infinity is why most mandelbrot zoom videos end in a minibrot. Without that final minibrot, the zoom would feel incomplete. Therefore, it is not a silly tradition.
The best
I swear if someone says “how can you look at this and deny god?” I will commit a sin.
Mighty creature
and to imagine, this zoom is not even close to infinity, not even a small bit
Nice tunnels
@6:00-
@11:47-
@19:13-
When it becomes 3d, you're won.
A lot of shapes I haven't seen before are in this one. The Mandelbrot set never ceases to amaze. I'm not a big fan of all the black gradients. Blacks paired with most other colors seems garish to me. Although I know it is good for highlighting shapes. I wonder if the formula could be tweaked to only leave step changes to black? Black does look good with the night sky colors though (star white blue and purple).
4:01 10,000,000,000,000,000,000,000,000 colors
'Tis a long one. Am glad that I am not epileptic!
Wow!
Now put it in an empty glass, its for my experimental film!
Belíssimo!
All this needs now is the Shepard tone
1:59 my favorite
ADOLO
@@amandagarguz9090 what
How is it your favorite it's just 2 green lines
You did well attempt at staying in the set.
2:14:00 is where it starts to look like there are circles
1:14 10,000,000 colors
Is 7:00 when you finally start to diverge from the number line? That's crazy how you could get so much from staying so close this whole time.
The real number line is a fascinating part of the Mandelbrot. There are lots of interesting things going on there.
0:18 ow ow ow ow ahhhhhh
reminds me of Ant-Mans "Zoom" into the Microcosmos....
Ouah c'est quel logiciel ?
Je kiffe fête vidéo !!!!
Boys (and girls), DO NOT combine art and math. Doing so will result in this, which is so beautiful it will burn your eyes out.
Beauty is truth, truth beauty,'-that is all
Ye know on earth, and all ye need to know.
1:45:18 that is insane.
never knew infinity had a color
I've never seen a Mandelbrot Zoom that finds so much on the Real Axis. It didn't leave the frame until 7:16.
ive always wanted to render a mandlebrot set but i can never find a good software or anything. can you make a tutoiral or at least say the name of the software used?
1:14:21 infinty colors
Hey... which software would you recommend me to explore Mandelbrot's set on my own? I have macbookpro2017... I appreciate your answer... cuz I've been looking for one good software for years and I can't find it.... let me know your opinions.. thanks
This video is made with Kalles Fraktaler, but I don't think you can get it on a Mac. It is the fastest software by far. If you want to create artistic images, Ultra Fractal is nice, but not cheap (And a bit slow).
How abot Kalle's Fraktaler 2?
Now I know how Tron feels.
I call the mini-mandelbrots “mandelblots” :)
Epic