Time Viewers
Time viewers act upon advanced (but basic) principles of physics to access higher dimensions of reality, and scan them to render, or effectively download the history of sections of space-time. Dimensions 5 through 9 are repeats of the initial 4 dimensions, but in reverse as perfect, relative, but insubstantial holograms. Perfect time travel can be achieved by reckoning based upon time viewer data, as well as temporal disruption inhibitors, and so replicators are possible.
Dimensions 10-14 allow the measurement of temporal change, at relative distance from the origin on the initial universe.
Dimensions 15-19 allow the measurement of instantaneous historical temporal change, allowing, for example, the ability to determine the universe’s first time traveler.
2R | π(R^2) | (4/3)π(R^3) | (1/2)π(R^4) | (8/15)(π^2)(R^4) | (1/6)(π^3)(R^6) | (16/105)(π^3)(R^7) | (1/24)(π^4)(R^8) | (32/945)(π^4)(R^9)
2 | 2πR | 4π(R^2) | 2(π^2)(R^3) | (8/3)(π^2)(R^4) | (π^3)(R^5) | (16/15)(π^3)(R^6) | (1/3)(π^4)(R^7) | (32/105)(π^4)(R^8)