Topics: Rotation. Please see topics Rotation.

It is assumed that terms like mabrot, nova, zcLogisticMap, disc, zcSand are known from this website.

In the table s=0.25 is the start value 0.25 of the iteration. Please see math basics.
In the table scale=2.0 is the scale value of the function: scale*f(z,c): 2.0*f(z,c).

Clicking on the thumbnail image, a large version is shown.
nova

s=1.0
scale=1.0
nova

s=1.0
scale=0.9
nova

s=1.0
scale=-0.9
nova

s=1.0
scale=-1.1
blueDouble

s=0.0
scale=1.3
blueDouble

s=0.0
scale=1.5
\(\mathbf{\bf\: exp(i*1.2)}\)
\(\mathbf{\bf\: exp(i*0.5)}\)
\(\mathbf{\bf\: exp(i*0.5)}\)
\(\mathbf{\bf\: exp(i*0.5)}\)
\(\mathbf{\bf\: exp(i*0.1)}\)
\(\mathbf{\bf\: exp(i*3.1)}\)
bigFoot

s=0.0
scale=1.3
disc

s=0.0
scale=1.3
xNova

s=1.0
scale=1.0
xNova

s=1.0
scale=1.05
expRow

s=0.0
scale=1.0
expRow

s=0.0
scale=1.5
\(\mathbf{\bf\: exp(i*0.6)}\)
\(\mathbf{\bf\: exp(i*4.7)}\)
\(\mathbf{\bf\: exp(i*0.3)}\)
\(\mathbf{\bf\: exp(i*0.4)}\)
\(\mathbf{\bf\: exp(i*0.4)}\)
\(\mathbf{\bf\: exp(i*0.7)}\)
expRow

s=0.0
scale=0.4
exp(z*z)

s=0.0
scale=4.0
fergusonNova2

s=0.0
scale=1.0
novaTri

s=0.793701
scale=1.0
novaTri

s=0.793701
scale=1.2
blueDouble

s=0.0
scale=2.1
\(\mathbf{\bf\: exp(i*1.3)}\)
\(\mathbf{\bf\: exp(i*1.3)}\)
\(\mathbf{\bf\: exp(i*0.1)}\)
\(\mathbf{\bf\: exp(i*0.6)}\)
\(\mathbf{\bf\: exp(i*0.6)}\)
\(\mathbf{\bf\: exp(i*0.3)}\)