I can, of course, conceive of a GCB that is all powerful and created numbers and so we need not worry about the impotence of a GCB. — lupac
Then don't think of it as an infinite set, think of it as your finite set plus one. Honesty, I don't think you even understand what infinity represents. If GCB is your top rank then mine will always be GCB+1 more rank. — Jeremiah
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