The most difficult part of the material was simply the minor details in the proofs of these theorems. Some of them are not too difficult to understand, but it will be difficult to remember which lemma's to prove for each theorem. I suppose practice would help a lot.
The most interesting part is how limits are relatively easy to work with since you can add them and subtract them, multiply and divide. It becomes less difficult if they involve infinity and zero, because what is 0 times infinity. I remember having a discussion about this in early calculus, but my memory is long gone.
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