Remember the post "More Photons For More Fido Effects" dated 10 Apr 2016, where opposite charged particle pair in paired orbits act like a dipole emits photons,
\((e^{-}, p^{+})\) pair is common as the Sun bathe Earth with \(p^{+}\) particles. The photon emitted by this dipole, we detect as colors.
\((T^{-}, T^{+})\) pairs occurs when common elements are stripped of the outer orbitals of \((e^{-}, p^{+})\) particles. The introduction of \(T^{-}\) particles into the material kills off the weak fields from the orbiting \(T^{+}\) particles that hold onto a \(p^{+}\) particle layer. Without the \((e^{-}, p^{+})\) pair acting as a dipole, photon emissions cease and with colors disappear and we are invisible.
\((g^{-}, g^{+})\) can occur when both \(T^{+}\) and \(p^{+}\) layers are removed by first injecting \(T^{-}\) particles and then \(g^{-}\) particles.
What are the nature of photons from \((T^{-}, T^{+})\) and \((g^{-}, g^{+})\) dipoles?
The notion that orbiting protons and temperature particles can be easily removed from the atom is difficult to accept, it suggests that the element has been transmuted to another element with one less proton; even if only surface atoms are so transmuted.
Note: Diagrams missing from the post "More Photons For More Fido Effects" dated 10 Apr 2016 are just of the remaining particle pairs \((T^{-}, T^{+})\) and \((g^{-}, g^{+})\), each acting as a dipole and emits a corresponding photon.
