The shelves are subjects. These are results. Each track is an order through courses that already exist, named after what you can do when you reach the end of it, because that is the thing a reader can actually recognise about material they have not met yet.
Nothing here is locked and nothing is a prerequisite. The order is the order I would read them in; starting at the fifth course of a track is allowed and sometimes right. Every course is also still on its shelf, and the library has more courses than appear here.
Track 1 · 8 courses
Read any page here without stopping at the symbols
For the reader who keeps bouncing off a formula and assumes the problem is them. Everything else in the library gets easier after this.
Measuring where the time went and believing the answer, which closes the loop on the whole track.
At the end You can choose between two approaches before writing either one, and prove afterwards that the change helped.
Track 3 · 8 courses
Build a model by hand, then find the same parts inside every large one
Starts with a model small enough to do on paper and ends with nothing in a network left unexplained. Wants the first track first, or at least its opening two courses.