Reference request for Algebraic Number Theory sources for self-study I would appreciate any suggestions for book or notes on ANT at a level that I would characterize as advanced beginner. I.e., something assuming familiarity with topics in Dummit & Foote, that is a little less than Samuel or Marcus.
I would especially like accessible discussions of topics such as fractional ideals, ramification, and ideal classes. 
Any suggestions would be appreciated. (I have seen several enthusiastic endorsements of Stewart and Tall.)
Thanks.   
 A: I really think Algebraic Number Theory by Nuekirch is incredible. Very thorough and not too hard to pick up. Problems in Algebraic Number Theory by Murty and Esmonde is another great book to work through problems. Also, William Stein has a great set of notes online that give a computational approach to the subject. I'd also like recommend A Course in Computational Algebraic Number Theory as a companion guide. Not much theory, but after you get the basics down it's great for computing 
A: I will provide, for anyone who subsequently comes across this question, what I am finding most beneficial.
These are pieces most generously posted by Keith Conrad:
http://www.math.uconn.edu/~kconrad/blurbs/
What makes them especially remarkable for me as a self-studier is the clarity of presentation, the richness of examples, and the frequent warnings that point out possible misconceptions. Plus the exposition is quite motivating and keeps you engrossed.
They cover a wide range of topics (I am focusing on the Algebraic Number Theory section). 
RECENT EDIT
I just came across a great set of notes by Franz Lemmermeyer:
http://www.fen.bilkent.edu.tr/~franz/ant06/ant.pdf
They a beautifully written and motivating, including numerous comments on the historical background involved in the development of the material.
REMARK ON ACCEPTING MY OWN ANSWER:
I appreciate the helpful advice offered, and have looked into them. However, I feel the items I've posted are of great value to me, so I wanted to emphasize that sentiment.
A: Ted Chinburg has videos of his lectures for what is going on a 2 year course in algebraic number theory online.
Direct link: Semester 1, Semester 2 , Semester 3 and Semester 4
Also, there's the MSRI database for all the things that go on there, they're all over the website at each program's site.
Source: Mathoverflow.
A: Some online notes:
Robert B. Ash
J. Milne
Neukirch and Stein have already been mentioned, but I'd second both of them, Stewart and Tall is good too!
A: I self study ANT myself and use https://www.goodreads.com/book/show/17816484-algebraic-theory-of-quadratic-numbers and https://www.goodreads.com/book/show/6577008-introductory-algebraic-number-theory. I looked at many other books, but for a beginner in ANT, I find these very accessible. Prerequisites are only Elementary Number Theory and Linear Algebra.
