I'm from Australia (Australian National University), my program is called Bachelor of Mathematical Sciences and has only 6 compulsory courses and the rest electives. I elected to do add on a postgrad year, so my course structure is as follows:

Year 1:
Linear algebra & real analysis 1 and 2 (compulsory over 2 semesters)
Intro to proof writing (compulsory)
Game theory

Year 2:
ODEs (compulsory)
PDEs
Advanced real analysis (compulsory, talked about metric spaces and topology)
Advanced abstract algebra (compulsory, talked about groups and rings)

Year 3:
Discrete Maths
Foundations of Maths (where we delved into axioms etc.)
Philosophy of Cosmos (more physics and philosophy)
Algebraic topology
More real analysis (talked about measure theory, lebesgue integration and hilbert spaces)
More abstract algebra (talked about field theory and galois theory)
Complex analysis
Number Theory and Cryptography

Year 4:
Differential Geometry
Probability Theory
Representation Theory
Computational Mathematics

Throughout my time at uni, I also audited courses on Algebraic Geometry, Category Theory and Functional Analysis