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Part I First half of the journey
1 An appetizer of propositional logic
2 Sets, relations, functions in a nave way
3 Numbers
4 Elementary cardinality
5 Distance, topology and sequences on the set of real numbers
6 Series
7 Limits: from sequences to functions of a real variable
8 Continuous functions of a real variable
9 Derivatives and differentiability- 10 Riemanns integral
11 Elementary functions
Part II Second half of the journey
12 Return to Set Theory
13 Neighbors again: topological spaces
14 Differentiating again: linearization in normed spaces
15 A functional approach to Lebesgue integration theory
16 Measures before integrals.

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