Light quanta can make up any elementary particle

The mathematical model of a light quantum is a ring, which is composed of two elementary charges revolving around each other. The rule is: M²R=8.13×10^-80(Demonstrated in other submitted articles), M is the mass of the light quantum, and R is the radius of the light quantum. The maximum wavelength of electromagnetic wave particles is not less than 10⁸m, that is, the radius of the ring is not less than: 5×10⁷m, substitute M²R=8.13×10^-80, M=4×10^-44kg. The energy of gamma-ray burst particles can reach 95 billion electron volts, or 1.52×10^-8J. The parent photon loses half of its mass to form a photon. Assuming the mass of the parent photon of the gamma-ray burst photon is M, then there are: Mc²/2=1.52×10^-8J, M=3.4×10^-25kg, that is, the mass of the gamma-ray burst photon is 3.4×10^-25kg, which is substituted into M²R=8.13×10^-80 Calculated: R=2.56×10^-24m. Light quantum mass range at least: 4×10^-44kg to 3.4×10^-25kg; radius at least: 2.56×10^-24m to 5×10⁷m. Conclusion: Multiple photons can form any elementary particle or even macroscopic objects.