Classic General Relativity [GR] equations define distortion from an undistorted observation Perspective. Time distortion||Boson Slowdown from the Relativistic Perspective [RP] would reduce Time for any event, including movement, so the RP velocity would be distorted upward. Current interpretation of the Classic GR Time equation is incomplete. It presumes no limit to escape velocity. Even though escape velocities higher than c mean the distortion would be imaginary because it was the square root of a negative number. Imaginary Time is both incompletely defined and has no confirmable laboratory or observational evidence. This paper reasons equations that add logic||mathematic arguments for GR that do not predict imaginary distortions. The equations have been table confirmed to the originals to 2000 decimal places for velocities ranging from |1.000~000E-500m/s| to |(c-(1.000~000E-50))m/s|. The rephrased GR Time distortion equation argues Gravity Boson slowdown limits REAL escape velocity to c so there are never imaginary Time distortions. It also reasons additional equations show what that RP velocity would be in Real values. The c limit would mean Schwarzschild Objects never reach an imaginary state. The Singularity model defined in current in current Cosmological Theory would not deny fundamentals in General Relativity Theory.