Difficult: I am having a little difficult time understanding how they got the operation table in the proof for Theorem 7.30. I don't really understand some of the claims that the author makes when showing this part of the proof.
Reflective: I think it's really interesting that groups with prime number orders are cyclic and isomorphic to Z mod p. I also think it's interesting that this doesn't seem to apply only to prime numbers, but also to groups of order up to 8.
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