
I just change the numbers slightly in the formulas until the child in me shouts 'pretty!!'
( ,
Sun 3 May 2009, 3:40,
archived)

( , Sun 3 May 2009, 3:43, archived)

the others might be f(z)= z^3+c2 etc...
( ,
Sun 3 May 2009, 3:52,
archived)

mandel
z(0) = c = pixel;
z(n+1) = z(n)^2 + c.
Two parameters: real & imaginary perturbations of z(0)
...and all I did was change the 'real' from 0 to 1, then 2, then 3...
( ,
Sun 3 May 2009, 3:59,
archived)
z(0) = c = pixel;
z(n+1) = z(n)^2 + c.
Two parameters: real & imaginary perturbations of z(0)
...and all I did was change the 'real' from 0 to 1, then 2, then 3...

to piss off to infinity? I think I understand what's happening now...
This sortof thing is what happens when you fiddle with the power of z:

( that's f(z)=z^pi+c )
( ,
Sun 3 May 2009, 4:09,
archived)
This sortof thing is what happens when you fiddle with the power of z:

( that's f(z)=z^pi+c )

Z takes a dim view on such behaviours.
( ,
Sun 3 May 2009, 4:16,
archived)