Lucas spaces

Lucas polynomials without the zeros.

Mainly I am still learning 3d plotting in Maxima, a year late.  But getting closer. Eventually this is going to be an orbital shell.

How did the physicists do this before the PC and the algebra machines?
The idea is that the bubbles of the universe just compute Pi.  All the atomic orbitals, even the higher energy orbitals, just divide up into subsets of Lucas recursions and compute, in total, the value of Pi so the surface of the atom is spherical. Then they aggregate the powers up and do it again, and again, until they get stars and quasars.