Editing Openai/6897769e-4ee4-800f-aba5-69cca34f701c (section)

=== User: You said: "Introduce an event rate" could that be the Planck time? ===
You said: "Introduce an event rate" could that be the Planck time? Under: Model the shell localization more precisely, you said, "consider a thin shell energy density (surface energy)". In QAT there is a boundary surface it form positive and negative charge. I think it is important for you to have a total understanding of the geometrical process you are explaining mathematically.  QAT can explain CPT symmetry. In this theory, a geometrical process of energy exchange forms the characteristics of CPT symmetry. Charge C, parity P and time T, all share a common spherical geometry that forms the potential for CPT symmetry. The interior of the sphere is naturally three-dimensional forming parity, with based of the geometry, the potential for mirror symmetry or three-dimensional space reflection symmetry. The light sphere radiates out in every direction relative to the object that is radiating the light. This forms a potential time line in every direction, spherical, within that reference frame. We choose the reference frame, an individual atom, electron sphere around the nucleus is best. The two-dimensional surface of the sphere 4πr² forms a manifold for charge, with the inner concaved surface forming negative charge and the outer surface forming positive charge. Therefore, we have symmetry between Charge C, parity P and time T, they all have the same direction in three-dimensional space. Also what you have on boundary (a thin shell energy density (surface energy),) is quantum spin, the absorption of a spin-1 photon and the emission of a spin-1 photon forming a spin-2 field required for General Relativity. I don't know if this info is useful to you?