# More fun with Julia sets

I have been rather creative and explored an interesting Julia set. I will say that I picked it for the way it looks, rather than anything scientific. I make no claims that this Julia set is of any real mathematical interest, nor that it is related to any interesting dynamical system or anything like that.

Here is part of the Julia set for $$F_{c}=(1 + \sin(z) ) \log(|z|)$$ and with $$c = – 0.5 i + 2$$. I have included grid lines to help us navigate.

So, let us have a closer look.

The self-similarity in this Julia set is quite striking. the generic features here are also quite generic; the branching off and swirls.