Oops, my bad. I misinterpreted Wright. I failed to notice that he represented energy density as g/cc, not ergs/cc. Using e=mc2, I get 1091-92 ergs/cc. Closer to the value in the figure above.
If anyone cares, the reason I ask has to do with the “physics” of my story. If someone/some entity releases more power than the Planck power, 3.63 x 1052 W, the result is that a volume of space centered on the “release” is rendered into inflationary space and it undergoes a Big Rip and pinches...
Uh, oh. Ned Wright, https://www.astro.ucla.edu/~wright/cosmo_constant.html says 1071 g/cc. Quite a difference. Ten trillion or so? The figure above has somewhere 1094 to 1097?
Physicist Brian Greene claimed that "... in every region of space that's roughly 10^(10^122)
meters across, there should be a cosmic patch that replicates ours--you, the earth, the galaxy, and everything else that inhabits our cosmic horizon."
Computing these probabilities must be a complex affair, e.g., what is the probability that sometime in your life you will suddenly find yourself standing on planet Mars, reassembled and at least momentarily alive? Making sweeping assumptions about the reassembly of living matter, Dr. Crandall...