Schwarzschild’s Horizon of SBH $c^2=\frac{2G{M}_S}{R_S}$

Hubble’s Horizon of CBH $c^2=\frac{2G{M}_H}{R_H}$

(Schwarz-out)

spacelike TACHYON (Mink-out)

$r>R_S$ (15)

$R\left(t\right)>R_H$ , $\dot{R}\left(t\right)>c$ , $\text{d}{s}^2=\text{d}{r}^2-c^2\text{d}{t}^2$

Hawking’s Black Radiation (outside)

lightlike PHOTON (Graviton?) (CBR inside)

$r\mapsto R_S$ , $\frac{\text{d}r}{\text{d}t}\mapsto \infty$ (16) (Schwarz-on)

$R\left(0\right)=R_H$ , $\dot{R}\left(0\right)=c$ , $0=\text{d}{r}^2-c^2\text{d}{t}^2$ (Mink-on)

timelike BRADYON (Galaxy or Electron)

$r<R_S$ (17) (Schwarz-in)

$r\left(t\right)<R_H$ , $\dot{r}\left(t\right)<c$ , $\text{d}{s}^2=c^2\text{d}{t}^2-\text{d}{r}^2$ (Mink-in)