I think the hardest part for me to follow was Thm 7.8 when they talked about order and finite order. I kept needing to refer back to the definition of "finite" order and try to make sense of statement 2. I'm not sure I understand why it happens the way it does.
Reflective:
I felt that most of the theorems presented in this section were easy to follow, and were just basic ideas that I was used to seeing, such as that a^m*a^n = a^(m+n). It was nice seeing some of those easy things again :)
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