In the FULL version, “AB” and “CDEFG” are equally probable. Each appears infinitely often, but the order of the category of infinities that they belong to is the same.
Would you argue that odd numbers are as probable as even numbers in the set of natural numbers, because the order of the category of infinities that they belong to is the same?
How about squares (1, 2, 4, 9, 16, …) versus non-square numbers? Prime numbers versus composite numbers?
Would you argue that odd numbers are as probable as even numbers in the set of natural numbers, because the order of the category of infinities that they belong to is the same?
How about squares (1, 2, 4, 9, 16, …) versus non-square numbers? Prime numbers versus composite numbers?