747
751- Good.
- If time is actually infinite (and, as far as I know, no one has proven otherwise), wouldn’t the ‘number’ of potential brains also be infinite.
Already asked and answered, and the answer is still no.
1. (Minor point): The fact that something hasn't been disproven does not make it true. So you can't
assume time is infinite in order to disprove the scientific model, because the scientific model doesn't
require time to be infinite. If you managed to disprove the scientific model+infinite time (and you certainly haven't), the logical assumption would then become that time
is finite.
2. (Major point): Even if time were infinite, entropy still exists, and means the universe is going to experience heat-death at some point. After which, brains can no longer exist. And that's going to happen within a finite amount of time. Your suggestion is like saying that because there's an infinite number of integers, there must be an infinite number of three-digit integers. Three digit integers only occur within a specific part of the number line, and are very much finite. Just as brains can only occur during the finite portion of time where matter exists.
(Note that brains also can't exist in the early portions of the universe,
before matter existed. So, like three-digit numbers, the number of potential brains is bound on both sides.)
More importantly, though, even if you managed to overcome both of these objections somehow, and throw out the laws of thermodynamics, that would still leaving you facing the infinite monkey theorem, which says that in an infinite and infinitely variable universe, the probability of your existence is
one! Not zero!