The formation time of a photon is equal to 3/4 of the wavelength divided by the speed of light

The precursors of photons exist within atoms or between different atoms, and they are meta-charges that revolve around each other, and the mass of meta-charges is variable. Photons are formed when the mass of the photon precursor is lost to half of its original mass. The mass of the photon precursor is m, and its connotative energy is: mc². When the mass loses m/2, the energy formed is: mc²/2. According to the law of conservation of energy, the energy of the remaining mass of the photon precursor must also be accelerated to: mc²/ 2. I summarize the equation: M²R=Q, where M is the mass of the photon, R is the space of the photon, and Q is a constant. In fact, 2R is the wavelength of the photon propagation. The diameter of the extrapolated photon is 4 times that of the photon's predecessor. That is, 3/4 of the wavelength at which the photon travels at the speed of light should be increased by the formation of photons.