Mandelbrot Power Sets aka Multibrot

z = z^n+c, with n from 2 to 7, to -7 and back to 2.
Normally z^n = r^n * exp(n*phi) with r=sqrt(xx+yy) and phi=arctan(y/x).
In this video z^n = r^n1 * exp(n2*phi) with different choices for n1 and n2 for each frame.
Top left: n1=n2=n as standard, other frames n1=1, n1=2n, n1=n/2 etc.

[@Scscsc23453]

My sister, my sister, my sister, my sister, my sister, my sister, my sister.Yeah , yeah , yeah , a a a my my sister

[@Scscsc23453]

Okay. No, no, no, no, no, no no no, no okay. Okay, I guess I don't forget that.😂😂

[@Scscsc23453]

Okay. No no no what happened to my sister😊

[@Scscsc23453]

Hey who dare How far to your hurt you're sister

[@harveygirlsforeveryesbubbl1339]

It's like as if nothing is normal except for the Normal Mandelbrot on top left

[@Scscsc23453]

Is this the hobbit of my sister a happy to my sister

[@Scscsc23453]

No, no, no, no, no Lord.Don't you dare

[@Scscsc23453]

We What the fuck it's a pick up

[@NothingCWN]

someone took half the comments

[@KeaneRambaud]

no no no

[@Scscsc23453]

No no no

[@Scscsc23453]

Cccccc

[@Scscsc23453]

What have you done to my sister from my Sis?How will you see your pin that?And you're doing that and freaking calling isaac

[@Scscsc23453]

Thanks oh so cute

[@Scscsc23453]

What the what are you doing?No no don't break my sister and my cutie

[@lukatolstov5598]

You remaded my rosomacha fractal!?

[@Arneauxtje]

I did? Not consciously. Where can I find it? It doesn't seem to be on your channel.

[@lukatolstov5598]

@@Arneauxtje I maded, but not published. And you can make it on your channel. Formula: z^p conj(z^w) + c

[@lukatolstov5598]

@@Arneauxtje Also another cool fractal limborbrot. Formula: z^2 abs(z^2 -1) + c Also you can generalize it!

[@truongquangduylop33yyuh34]

@@Arneauxtje The 9 formulas?

[@Arneauxtje]

@@truongquangduylop33yyuh34 r=sqr(xx+yy) phi=arctan(y/x) case 1: x=r^n*cos(n*phi)+a y=r^n*sin(n*phi)+b case 2: x=r^n*cos(n*phi/2)+a y=r^(n/2)*sin(n*phi)+b case 3: x=r^(n/2)*cos(n*phi)+a y=r^n*sin(n*phi/2)+b case 4: x=r^n*cos(2*n*phi)+a y=r^n*sin(2*n*phi)+b case 5: x=r^(2*n)*cos(n*phi)+a y=r^(2*n)*sin(n*phi)+b case 6: x=r^n*cos(n*phi/2)+a y=r^n*sin(n*phi/2)+b case 7: x=r^n*cos(phi)+a y=r*sin(n*phi)+b case 8: x=r*cos(n*phi)+a y=r^n*sin(phi)+b case 9: x=r^(2*n)*cos(phi)+a y=r*sin(2*n*phi)+b