If the horizon of the universe is like the horizon of a blackhole then the energy loss through Hawking radiation through the converstion e=mc^2 simply implies that mass is lost from the universe over time. If we extrapolate out this energy/mass loss over time for every mass in the universe then the distance between the surfaces of each grow as a relative change with the exponentially decreasing mass over time, directly correlating the dark phenomena we observe as a geometric quantum event.
3 Comments
foolsh_one@sh.itjust.works · 4 pts · 2y
Merry Holidays everyone ❄️
h3mlocke@lemm.ee · 3 pts · 2y
🤷♀️
foolsh_one@sh.itjust.works · 5 pts · 2y
If the horizon of the universe is like the horizon of a blackhole then the energy loss through Hawking radiation through the converstion e=mc^2 simply implies that mass is lost from the universe over time. If we extrapolate out this energy/mass loss over time for every mass in the universe then the distance between the surfaces of each grow as a relative change with the exponentially decreasing mass over time, directly correlating the dark phenomena we observe as a geometric quantum event.