How dense is the epola, does it account for the missing mass in the universe?
The density of the epola can be calculated from the dimensions of the unit cube of the fcc lattice and the mass of an electron (positron). There is one electron or one positron of mass 9.11x.10-31kg per epola unit cube of 4.4 fm side dimension giving a mass density of 1×1013 kg/m3 in comparison with water at 1x103kg/m3. The epola is therefore 1010 (or 10 billion times) the density of water. The epola has no ‘weight’ however because it is both the source and carrier of gravity. Because the electrons and positrons are so small and separated by fifty times their radius, the epola is very rarefied and not at all ‘dense’ in the everyday sense of the word. The epola structure is much more open than ordinary ionic or metallic crystal structures where the ions are closely packed and effectively touching. Consider this comment in the Proceedings of the Royal Society, ‘A Dynamical Theory of the Electromagnetic Field’ by Prof. J Clerk Maxwell FRS, October 1864… if we look for the explanation of
