My own contribution:
Idly looking about I come upon this page, which is not particularly notable: https://reference.wolfram.com/language/ref/Sow.html
What is notable is this example:
In: Reap[Sow[a]; b; Sow[c]; Sow[d]; e]
Out: {e, {{a, c, d}}}
Reap/Sow ss a funny language feature that I haven't imagined before, but that's not really the point. The point is that this is a runnable example – that's actually what is output. Typically when you run something like that you get "NameError: a is not defined". And "a" here is really a variable, of sorts – it's not a string or symbol (at least not a symbol in the sense that we know them in programming).Given this, snippets of code are just as executable as entire programs. Every expression is like a function with the free variables as its parameters, and a sequence of expressions is a bit like function composition.
This is all natural from the perspective of mathematic notation. In a more traditional programming environment I think it's reminiscent of partial evaluation: https://en.wikipedia.org/wiki/Partial_evaluation – where you analyze a program and execute expressions opportunistically. It's really almost the same as partial evaluation, but the Wolfram Language knows a lot more about how you can execute different combinations of expressions than a typical language. A typical language does not really "believe" that (a+b) and (b+a) are equivalent. It doesn't know how to relate different operations. Nor do normal languages have a concept of simplification, so they can't speculatively try other arrangements (where none in isolation is clearly better or simpler than another) to see if simplifications are possible.