A series of continuous Julia Sets made by inscribing circles in a region of the Mandelbrot Set #passage #processing
Demonstration of continuous Julia Sets
Inscribing a circle in the complex plane around values in the Mandelbrot Set produces a set of continuous Julia Sets which animate nicely. This video shows interactive exploration of the M-set for interesting J-sets. The animating graphics are Julia Sets and the fixed are Mandelbrots. This video shows a lot of switching back and forth looking interesting regions and can be a little disorienting.
Korg nanoKONTROL2, a simple test sketch, and Holly Herndon (youtube.com/watch?v=nnrbaPQHJEI)