Thanks Pete.
Sounds like your channel run was a lot of fun. Congrats!
Yeh, I would flemmish my garden hose, before renting, for fast tangle free drawing. There is a lot of accumulated wisdom in preindustrial arts. And when it comes to deduction of possible physical form at quantum level, I don't think we can discount macroscopic natural forms. I think with caution that we can find transcendence of scale by shapes. I once built a scale model of an architectural design which was a stack of octahedrons with the equilateral face of one module on the horizontal so that the next module reversed the orientation of vertex. It goes 4pi, and gives a triple helix for both hand torsions. I often wonder if that isn't associated with magnetic equilibrium.
The definition of *photon* is so blasted ambiguous that there are very many who immediately say. "Is Not!" But we cannot even say that the Planck Quanta isn't really a composit value of work. If we take e=hf literally, then each photon is a single quanta waveform, and to register any measurable effect it must accumulate to a system value. So intensity becomes confused with rapidity and number. So hey, maybe a photon is really built up of quanta strands, twisted and laid up like a short piece of rope? I think when it comes to scales of macroscopic Bell-Aspect experiments, that might illustrate what we are dealing with. (It's a trick bulb, man! Keep your money off the bar!) Sorry, though. A couple pages to qualify each of 10 axioms is a bit much for my attention span.
But best of luck. I think it axiomatic myself, that for inertia to translate throughout a discrete energy quantity that some parameter must relate to the whole quantity of energy. And if that be density, than a small portion of the total energy existing at a constant density at a c^2 proportion to the total quantity, would quadraticly fit the bill. So a 'charge' quantity could have a center of inertia without having a greatest density that would be inelastic, as would a subluminal particle, if the quantity of energy was small enough. It would still be dense enough to react to magnetic fields orthogonally, and would be less resistant to length contraction and thus more easily accelerated towards c by inductance reactance. So your helical rationales would not lack an inertial center. Best wishes, jrc