As a quick sidenote, the part of class about modular form was entirely over my head...I honestly didn't grasp any of it.
I felt like some of the things in this section weren't defined very thoroughly which made it hard to follow as the section went on. Also, for theorem 3.2.5 it gave a statement and sort of made sense and then said this crazy fact came out of it without giving any explanation about how or why. And, by this point I am very much convinced that there are an infinite number of primes. I suppose it's cool that we can prove it in so many different ways and using completely different areas of mathematics to do so.
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