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Does it help in any way, to think of sequences as countable subsets of the Real numbers? Does this way of thinking take us anywhere important?
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It ultimately leads to the conclusion that there are multiple sizes of infinity. Cantor used a similar line of thought to actually come to that and more conclusions about infinity. Well worth studying, it's not too hard but very deep and profound.
Does this thought lead to any theorem, or any understanding about the concept of limit?
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