The Mandelbrot Set In Minecraft
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- čas přidán 12. 10. 2020
- This is a quick demo of a datapack I'm working on to create the Mandelbrot set in Minecraft.
The datapack is available to download from my github: github.com/DqwertyC/fractal-d... - Věda a technologie
I wonder if it looks better when you make the number of iterations the height and have it cap out at the world hight, might be interesting to see how that works out, especially at giant scales.
"you can build anything in Minecraft" apparently this is not a joke
You can even make calculators
Minecraft red stone is Turing complete, which means it can compute anything a Turing machine (basically a theoretical model of a regular computer) can compute
As long as you are happy with it being far slower, uglier, and less customizable then a normal software application, sure. I really don't understand why anyone who is capable of programming in MineCraft wouldn't do it in a proper, more powerful environment such as a Java, C, or Python application. It's just a waste of time to attract people online who click on anything that has the word "Minecraft" in it.
@@XenoX101 it's not like the video creator is showing off minecraft as the "best programming platform." this is just a project he worked on for fun and is sharing it with the world. is there anything wrong with people working on passion projects?
@@XenoX101 Sure, but these guys probably do other things other than making these. I think using a lessly optimized program to do things efficiently is cool as hell
Finally a variant of the Mandelbrot set that won't cause my brain to feel like it's been in a plane crash.
Hahaha I love it!! Absolutely awesome work!!
Thank you for sharing this.
WOW! It's so beautiful!
It's great
But you should make it possible to plot a part of the set, not the whole at once, as well
this is the best minecraft creation ive ever seen
Only 600 subs for this kind of stuff?? Man you're underrated.
That's a frikkin great job!
really, really cool; well done
I was expecting some minecraft dropper in style of mandelbrot set, but this is also very cool.
That would be even cooler...like...a lot :D hoping to see someone be able to create something like that one day i bet its possible
My God! I love it!!!
This guy is a genius, give him more subs
This is great!
Nice
I thought, what if we place the blocks at the maximum distance, how clear will the image be?
a circle
The computer will explode
The "maximum distance" is from world border to world border?
It should calculate but it would take probably years if not centuries
The PC won't explode, as it uses armour stands and also it wouldn't work because the 2 points must be in your render distance. If one of them is in, and the other one is out of your render distance, then it won't work.
pretty epic
the perfect game doesn't exis-
Now do mandelbulb
He maked th emantekbobt set
Was trying to look for this when it suddenly appeared in my recommended
Genius!
i wish i had this.
What if you zoom on there
Make the mandelbulb next
oh wow
cool
Damn, that's cool af. How exactly did you do it? I faintly remember what the mandelbrot set is, but I never knew how people colored it...
All the nums in the set are put through the same equation over and over, and if, after enough times, they trend towards infinity, they are not in the set.
The colors are decided based on how quickly the numbers blow up to infinity
@@basspuff514 but what does "how quickly" mean?
@@geekjokes8458 The amount of times you have to pass a number through the equation to guarantee that it will go to infinity.
Some numbers never do, and those are colored black. Others do, but they take thousands of loops. They get some arbitrary color. And others move very quickly to infinity, only taking a few loops to pass the critical point. Those get a different color.
@@basspuff514 THANK you! I've seen these Mandelbrot Zoom videos and could never figure out how/why they were picking the colors they did, either. I mean, obviously the _palette_ is chosen by the person making it, but how the computer program knows WHICH color to put where, I never knew.
@@basspuff514 so basically it's how many times you need to compose the function til it approaches infinity? So you keep iterating f(f(f(f(....f(x)))))
now fry your computer by setting (1, 0) 10 million blocks away
why isnt it simetric?
pls link
You should add a zoom
Dad plays that
Is it just me, or is the Mandelbrot set looking kinda *T H I C C* ?
*Now do this in 3D*
Haha mandelbulb go brrrr
wow
minebrot
Mine Is Even Bigger
2ow
Make (0,0) into 0+0i and (1,0) to 1+0i
if you mean (0, 0) in coordinates that won't work since origin and 1 are next to each other making the set 1 block or 5 blocks big
also if both of those refer to the starting positions then he already did that in the video
if you mean (0, 0) in coordinates that won't work since origin and 1 are next to each other making the set 1 block or 5 blocks big
also if both of those refer to the starting positions then he already did that in the video
Low iterations doe
If it were to have more iterations, then it might need to load at .33 fps or someting
There is somehing same in robloc
that's not as impressive though roblox has built in lua
ISTHAT
!?!?!?!?!?!?
WHATTHE__
Who else thought it was actually going to be infinite?
Incredible!!!
Nice