I will start to develop this today from the Beltrami equation for potential and linear momentum, which can be quantized to a wave function and Schroedinger type equation which can be developed into a fermion equation. This equation can produce parallel electric and magnetic fields as shown by Reed, and can be translated into a wave equation. Solutions of this wave equation give the internal structure of the elementary particles. The work already done in UFT258 and UFT259 can be used to view these solutions as animations. Perhaps Horst can think about providing a facility by which the parameters for the animation can be varied by viewers, and the various solutions viewed from different perspectives.This will give everything illustrated by Reed, Bostick and Philiponni and much more, and give the solutions mathematically, not as sketches. This would answer all questions about the solutions, viewers could adjust the parameters themselves. Various solutions can be fitted to what is known experimentally about the internal structure of the electron, proton and neutron. In note 260(4) more general solutions are given than those of Reed. This gives plenty of scope for fitting any type of observed structure. The electron seems to be a smooth sphere, the proton has a ring structure and the neutron has a magnetic moment but no electric charge.