Folding a Julia set out of absolutely nothing
This Julia morphing animation was rendered with my own program ExploreFractals, available here: https://fractalforums.org/other/55/ex...
It shows that every Julia set, not matter how complex, is the limit shape of applying the same Julia morphing infinitely many times.
Because morphing an emtpy monocolored plane still looks like a monocolored plane I used a color method to show what happens. It's similar to how Julia sets are normally colored: the color depends on how many iterations of the Julia morphing a point can undergo before reaching absolute value greater than 2. Unlike in a regular Julia set render, the number of iterations is limited to the number of morphings at any one point in time in the video.
The limit Julia set is the same as in my Evolution of Trees Julia morphing animation.