Absolute quantum gravity (AQG)

I have quantized general relativity. The result is a set of three new kinds of gravitons: a scalar g graviton, a vector w graviton, and a matrix S graviton. The S graviton is the "fast" graviton; its field equation goes as d²/dt², like the wave equation or the Klein-Gordon equation. S gravitons are responsible for the long range gravity waves observed by LVK. In vacuo, S gravitons move at the same speed as photons. The g and w gravitons are the "slow" gravitons; their field equations go as d/dt, like the diffusion equation or the Schrödinger equation. Among other effects, g and w gravitons are responsible for inertial reference frames (which are an effect of graviton atmospheres) and classical quantum mechanics (which arises from particles diffusing through graviton atmospheres). The field equations for the three new kinds of gravitons follow exactly from Einstein's equation, maintaining the physics of general relativity. But the hypothesis of general covariance (that the laws of physics will have the same form in all reference systems), which is false in classical quantum mechanics, is also false in absolute quantum gravity because the g, w, and S gravitons move in absolute space and time.