The unit vectors that represent tc, tg and tT forms a time cube. This cube moves forward un-deformed from moment to moment. Carried in this time cube is our 3D world, as space and time dimensions warp around each other. In this way we live in a holographic world where if we travel forward or backward in time, we find a complete world just as the present "now", to interact with.
Just like a hologram where each constituent parts carries information of the complete whole, we live in a holographic world in time. When we slice time into small pieces we find a complete 3D world in the small pieces.
Is there a limit to the size of such slices? Is time quantized, that there is a minimum time slice length?
Imagine hiding between time slices.
The key point here is that tc, tg and tT forms a immutable time cube. Any effort to time travel by manipulating tc, tg or tT must return the time cube to its original form, else the world will be distorted. Maybe it is because of this rigidity that we experience time as a singular whole undifferentiated into tc, tg and tT.
Have a nice day.
