God and the infinite sets of mathematics are the abstract limits of a set of infinitely inductive series. The question of whether they are phenomenological events depends on whether you believe the limit is a member of the infinite set. The answer to that question for me functions as an axiom, not a theorem. So the discussion really just comes down to whether one thinks that by describing the limit of an infinite set one has phenomenologically experienced the limit of the infinite set.
Pick your definition and your assumption and go from there…I see nothing to be proven…
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