How does \(\psi\) re-emerge, if at all? Through a parallel "time particle" in a parallel "time world"? A particle in space pops into the time dimension and pops out of light speed, travels in time and pops back to the space dimension when it reaches light speed in the time dimension. For every portal in space, there is a dual in time. And so for every particle in space there is a dual particle in time; a time particle. The dual are two manifestations of the same entity, in space and in time. And so energy changes to the particle must be in both space and time,
\(E=2*\cfrac{1}{2}mc^2\)
And Einstein laugh from his grave,
\(E=mc^2\)
The direction of \(v\) should be preserved because no force acts on the particle other than along \(v\). That's how aliens beam themselves to inner Earth first, avoiding all up top.
