e^((z^2+c1)/c2), expanded to 6

Expanded the exponential to power 6, like M6. Bailout does not expand the domain in this case. The set looks similar from either of c1 and c2, which is interesting. Limiting the expansion of e^x to 6 seems to restrict the domain. A bit like the top of the pyramid flying off in the Egyptian mythology. Hunab Ku also seems to imply that ying-yang part is seperate.

Expansion to 6 is faulty. I found that expansion of ND is not easy. It has too many terms and difficult to calculate. I am trying to shift to Java at the moment.

Mandel
c2=(1.36,-0.66)












Julia
(0.5,0.5)
c2=(1.36,-0.66)











What do you reckon?













Mandel
c1=(0.26,-0.35)












Julia
(0.5,0.05)
c1=(0.26,-0.35)












I always wondered what those points were inside.