Cohen’s “Number Theory” Series

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I’ve seen one or two things about this book series but not much. What do you think of them?I’d like to really start digging into number theory and am looking for a good book to get into. Would these two books be a good place to start?

I’ve read a bit about p-adics and am currently studying commutative algebra and modules, measure theory, basic algebraic topology, and complex analysis. I have previously studied groups, rings, linear algebra over fields, Galois theory, general topology, R^1 analysis, metric spaces, some category theory, and a bit of representation theory of finite groups.

Thank you!