MEST-The universe has not the time arrowhead and space expanding

The space-time is the orbit of motion. So the displacement and period of the motion are the space-time. In the microcosm, the wave is the orbit of the motion. Because the wave has the probability, so the probability of the displacement and period of wave are the quantum space-time. (1)$S=P(r)=P(\lambda)={f^2}$ According to the Benford's law, (2)$T=P(t)=ln(1+\frac{1}{t})={\nu}$. Among it, S: the quantum space, f: the amplitude, r: the displacement, T: the quantum time, t: the period, $\lambda$: the wavelength, $\nu$: the frequence, P(x): the probability function. When the wave trip in the universe, its quantum space-time change to universal space-time, it would lost its space-time and has a constant of the rate. (3)$V\approx{H_0}D$. (4)$\frac{\Delta\lambda}{\lambda_0}\approx\frac{V}{c}$. (5)$H_0\approx(\frac{\lambda}{D})\Delta\nu$. Among it, V: the velocity of the star, $H_0$: Hubble constant, $\nu$: the frequence, $\lambda$: the wavelength, D: the displacement, $\frac{\lambda}{D}$: the rate of the translation between two system. Everything has its own space-time of its motion. If there is a relationship between two motions, there is a relationship between their space-time; If there is not a relationship between two motions, there is not a relationship between their space-time.