“Absolute relativity” of measuring is achieved by
- the origin (0, 0, 0) of a coordinate system determines the absoluteness of a reference point in 3D TimeSpace
- the absoluteness of a point position determines the relativity of length scales on each coordinate axis
- as well as the relativity to other 3D bodies, 2D measuring planes and 1D measurements.
In my “3d metric universe”, the two are connected via
- light as a 3D phenomenon
- the speed of light as a linear (1D) measurement
- gravity as another 3D phenomenon that is measured in yet another way.
For the universe is one wonderful phenomenon. It can’t be separated into one phenomenon to be measured with one instrument and measuring unites and another phenomenon for another measuring instrument with other measuring units.
And what are the measuring units in “3D TimeSpace”?