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maxmi
United States
เข้าร่วมเมื่อ 12 มิ.ย. 2014
gd profile picture is gone
temporary replacement, probably. those aren't even my icons anymore. i don't have anything to put here so it's literally just an update on the channel customization
fractals, i guess. maybe some cellular automata later? coding experiments, if i feel like it? who knows. it will be bad though
temporary replacement, probably. those aren't even my icons anymore. i don't have anything to put here so it's literally just an update on the channel customization
fractals, i guess. maybe some cellular automata later? coding experiments, if i feel like it? who knows. it will be bad though
burning ship short zoom into exotic location
longest render yet. made with ultra fractal 6. fractal warped to make the mini celtic at the end more clear
location: 0.590226704838597741844652126+0.910411588791135271088242943i
end magnification: x32281539000000000
location: 0.590226704838597741844652126+0.910411588791135271088242943i
end magnification: x32281539000000000
มุมมอง: 15 416
วีดีโอ
random mandelbrot transforms
มุมมอง 8K11 หลายเดือนก่อน
made with ultra fractal 6 formula: z^2 c m on odd iterations and z^2 c n on even ones. m and n are complex numbers that change to random stuff over the course of the video. i could list the exact values but who cares i forgot them anyway
rotating z around the origin as mandelbrot iterates
มุมมอง 9Kปีที่แล้ว
made with ultra fractal 6. image stretched and skewed to keep the fractal inside the radius 2 circle that usually encompasses the mandelbrot set. you'll notice that halfway through the morph is the mandelbar, which is because rotating z 180 degrees is the same as multiplying it by -1, and the mandelbar is defined by multiplying z by -1 after the normal mandelbrot formula is applied.
mandelbrot variation: mid-calculation c iteration
มุมมอง 10Kปีที่แล้ว
made with www.ultrafractal.com/ very cool program yes anyway after the z^2 c calculate c^2 c and move c a bit closer to that point. how much closer? well at the start of the video it's 0% the way there but then it changes to 0.2% and after that the camera pans around. that was probably indecipherable but it doesn't really matter because this fractal isn't very interesting so nobody cares
mandelbrot variation: centered modulo on real axis
มุมมอง 3.5Kปีที่แล้ว
made with ultra fractal 6 formula is z = i*imag(z^2 c) (((real(z^2 c) 1) % 2) - 1) % is the modulo operator (a%b = remainder of a/b)
cubic half-diagonal burning ship
มุมมอง 3.7Kปีที่แล้ว
okay so this formula is insane. rendered with www.ultrafractal.com/ so this a variant of a variant of a variant. i'll skip the details on how it's derived and just copy paste the formula: conj(abs(z^3 c))-0.5*imag(c) seems kind of arbitrary. that's because it kind of is, there's a lot of ways to combine these fractal "modifiers" and i just chose some that looked nice
All Mandelbrot Variants - Powers 1 to 5
มุมมอง 52Kปีที่แล้ว
made with ultra fractal 6 extended edition www.ultrafractal.com/ timestamps, names, formulas: (note 1: i converted these formulas to complex form myself, so they may be redundant or unoptimized) (note 2: abs() is not distance from origin, just makes but real and imag parts positive) (note 3: conj() is the complex conjugate (multiply imaginary part of number by -1) and p is the power) 0:00 Mande...
buffalo fractal inverted around the tip of the needle
มุมมอง 4.9Kปีที่แล้ว
made with ultra fractal 6 extended edition www.ultrafractal.com/ Buffalo Formula: z = real(abs(z^2) c) i*imag(-abs(z^2) c) buffalo, aka celtic ship, but all points are moved to their reciprocals after rendering. the origin for the reciprocal calculation is the very tip of the buffalo's needle (2 0i)
mandelbrot with post iteration rounding
มุมมอง 9Kปีที่แล้ว
made with ultra fractal 6 extended edition www.ultrafractal.com/ mandelbrot set but z is rounded to the nearest tenth after iterations 1001-1100. kind of like a delayed starting offset if you think about it. there's also julia sets inside the minibrots which is cool
zoom into chaotic region of celtic mandelbrot
มุมมอง 2.5Kปีที่แล้ว
made with ultra fractal 6 extended edition www.ultrafractal.com/ by the way, the formula for the celtic mandelbrot is abs(real(z^2)) (i*imag(z^2)) c
perpendicular burning ship in perpendicular mandelbrot
มุมมอง 4.4Kปีที่แล้ว
made with ultra fractal 6 extended edition www.ultrafractal.com/ something about this file made it really hard to render. my computer was just allergic to this sequence of images or something. i had to render every frame separately as a .png and splice them together in photoshop. which is why this is an .mp4 rather than an .avi
mandelbrot double inverse switch (indescribable edition)
มุมมอง 2.2Kปีที่แล้ว
formula is z = real(z^A c) i*imag(z^B c) but A is 2 and B is -2 at the beginning and they swap values. made with ultra fractal 6 extended edition www.ultrafractal.com/ pretty cool softw;are yeah maybe i'll just stick to 60fps 720p 16:9 from now on that sounds like a good idea. i also have like 20 not uploaded renders and those are not of high quality so maybe i'll stitch thm together into Short...
negative power julia sets
มุมมอง 3.1Kปีที่แล้ว
made with ultra fractal 6.05 www.ultrafractal.com/ power: -2 beginning seed: -2 0i ending seed: 0.5 0i bailout distance: 128
burning ship needle power increase
มุมมอง 1.5Kปีที่แล้ว
made with ultra fractal 6.05 www.ultrafractal.com/ view of the burning ship's needle as the power increases from 2 to 3. the needle moves as the power increases so i had to have multiple keyframes for both translation and magnification, so there's a bounce in the middle. whoops it is still my channel's birthday so to commemorate this occasion you get 60fps. which was also on the spirals video b...
power 1.5 burning ship
มุมมอง 2.1Kปีที่แล้ว
made with ultra fractal 6.05 www.ultrafractal.com/ surprisingly continuous. fractional power mandelbrots always have seams and chaotic regions, but the burning ship seems much more well behaved. the end almost reminds me of the celtic mandelbrot? also interesting: power 1.25 (large set, small miniships), power 2.5 (interesting pillar shapes, surprisingly natural looking) somewhat noteworthy: my...
mandelbrot variation zoom: z = z^2 + 0.2z^3 + 0.01z^4 + c
มุมมอง 4.1Kปีที่แล้ว
mandelbrot variation zoom: z = z^2 0.2z^3 0.01z^4 c
mandelbrot set with very smooth and gradual palette
มุมมอง 3.8K3 ปีที่แล้ว
mandelbrot set with very smooth and gradual palette
normal mandelbrot but every 8 iterations it's cubic mandelbrot
มุมมอง 4.3K3 ปีที่แล้ว
normal mandelbrot but every 8 iterations it's cubic mandelbrot
alternating normal-cubic mandelbrot switching alternation order
มุมมอง 10K3 ปีที่แล้ว
alternating normal-cubic mandelbrot switching alternation order
mandelbrot formula alternating with increasing power mandelbrot formula
มุมมอง 7K3 ปีที่แล้ว
mandelbrot formula alternating with increasing power mandelbrot formula
Heart Mandelbrot in Perpendicular Burning Ship
มุมมอง 7K3 ปีที่แล้ว
Heart Mandelbrot in Perpendicular Burning Ship
changing the inversion offset for the celtic mandelbrot set
มุมมอง 10K3 ปีที่แล้ว
changing the inversion offset for the celtic mandelbrot set
Mandelbrot power increase, but it's a different formula
มุมมอง 2.9K3 ปีที่แล้ว
Mandelbrot power increase, but it's a different formula
0:05 1+ mallet
Mandelbrot Burning Ship Mandelbar Celtic Perpendicular Mandelbrot Perpendicular Burning Ship Mandelbrot Heart Perpendicular Celtic Buffalo Celtic Mandelbar Perpendicular Buffalo Celtic Heart
Formula? It looks like a mirrorlab
Tell me the formula! 告诉我公式！！！
*H E A R T* 0:04
I found some burning ships in the "crabs(z^2+c)" formula
That's normal
Formula ?
0:07 this is the minibrot i see half of the times in my fractals
My namings for these fractals: 1. Classic Mandelbrot 2. Burning Ship 3. Tricorn/Mandelbar 4. Celtic 5. Perpendicular Mandelbrot 6. Perpendicular Burning Ship 7. Burning Ship Mandelbar (Most Controversial) 8. Perpendicular Celtic 9. Buffalo 10. Celtic Mandelbar 11. Perpendicular Buffalo 12. Buffalo Mandelbar (Also Controversial)
0:09 CELTIC JUMPSCARE
Mandelbrot but it stays the same as power 3?
that’s the longest time gap between the video upload date and the “first” comment I’ve ever seen ☠️
0:02 just a double wall
Zoom into it
I found that
That's not a Julia anymore
0:09
They just turned into mallets
Corruption
abs(real(z^2)) +
Why is the duck almost like the perpendicular burning ship
Inverse 0:05
Bro this has minimallets
second
1:00
1:06 cetlic gg
I saw Mandelbrots tricorns and many other fractals
try "𝓯𝔃(π=𝔁?)∮𝓹𝓮!∞𝔁/𝓢𝓲"
Namtelprod
?!?!?!?
M BS T C PM PBS HM PC B CT PB CH
Burh
how do you do animations like this?
Several of the vertically-symmetric fractals here may actually only be computing and mirroring the upper half of the fractal - particularly for the traditional Mandelbrot - and missing a lower half of unique structure as the characteristic function’s power value progresses through non-integer values.
Formula?
I don't know but I think (mandelbrowser advanced) z=rabs(z^2)+c; z=rabs(iabs(z^2)+c);
Right z=rabs(z^2)+c; z=iabs(z^2+c);
0:02 I can see the Perpendicular Celtic
distorted to me
So many mandelbrots, what’s up with the tip of mandelbrot #2?
oo i know how to do this one, you just have to multiply c by the absolute value of a sin wave
I don't think this is the thing for i^(4n/k) * z^2 + c
looks cool
0:03 why is there a tricorn
because when the absolute value part of the burning ship gets combined with a coordinate in the lower imaginary area, it will add a negative integer into the equation creating the mandelbar, I'm not that good at explaining it though.
is mandelship like a hybrid of the mandelbrot
occurs because of the z rotation
Formula?
:|
(conj rabs z)^p + c
As it happens, Maths Town had a similar idea, but the Mandelbrot equation goes for ten iterations, then one Burning Ship iteration. Repeat.
there 100stqd-1otd power-2 many...
Formula for mandlelbrowser?
re(z2)+(1i*s)*im(z2)+c s is between -1 and 1
doing this for burning ship makes celtic mandelbrot and celtic mandelbar, for perpendicular mandelbrot makes mandelheart. celtics and ship all have minibrots of eachother, perpendicular mandelbrot and mandelhearts have minibrots of eachother, mandelbrot is odd one because doesn't have mini tricorns.
formula for mandelbrowser?
Yes it's on the description