For researching on periodicity of M J of Chaos fractal images

Firstly

a series positive integer ordered M J Chaos fractal images of the complex mapping are drawn with rotating escape time algorithm. Secondly

the distribution of general Mandelbrot set(M set) period buds are analyzed. The topological invariance on the periodic buds fibonacci sequences in the general M set are validated. With lots of computer mathematical experiments

In the end

the correspondence is discovered between the M set parameter plane and Julia set images on the kinetic plane. And the formula on periodic orbits of general M J set is presented.