Planck's Constant from Friedmann Density Parameter

The Formula Predicts the Exact frequency of the CMBR & The Mass Density of the Universe.

((((160.390043 GHz) * (3.71295774e-28 (m^2))) / Planck's constant) * (1 kg))^0.5 = 299792451.774

1/2.6932706e+27 kg/m^3 = Friedmann Density parameter

https://en.wikipedia.org/wiki/Friedmann_equations#Density_parameter((((160.390043 GHz) / (c^2)) * Planck's constant) / (2.6932706e+27 kg))^0.5 = 6.6260699e-34 = Planck's Constant (((160.390043 GHz) / (c^2)) * (1 joule)) / (2.6932706e+27 (m^(-2))) = 6.62606982e-34 m^2 kg / s = J*s (2.6932706e+27^2) kilograms = 7.25370652e-54 kilograms 1.37860554e-55 kg mass of photon (((((164.025 GHz) / ((3e+8 (m / s))^2)) * (1 joule)) / (2.7e+27 (meter^(-2)))) / 6) / 1.12500e-34 = 1 m^2 kg / s (164.02500 gigahertz) / (1.64025e+11^0.5) = 4.05e+5 hertz (164.02500 gigahertz) / (4.05e+5^2) = 1 hertz (3e+8 / 4.05e+5) / 2 = 370.37037037