Continuity all seems to make sense. It seems that the only addition here for proofs is to show that the limit exists and that the limit is equal to the value of the function at that point. I think this section should be most straight forward so long as I can keep delta-epsilon proofs straight.
This is a useful topic though because it connects limits with the actual function to see it the limit that we predict is included where we think it should be. I wonder though how we would work off of limits approaching from one side or from another.
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