Before the Newtonian phase of philosophy, when natural philosophy was segregated from ordinary philosophical ventures for its commitment to repeated experimentation and scepticism, which would later be called the scientific way of knowing, there was an abstruse language. Unlike its well-known counterparts, this was extremely difficult to communicate and required well-defined logical reasoning to understand or expand. Essentially the worst kind of language, even millennia after its origin, it continues to haunt people by the name of mathematics. Mathematics, as a language, starts with well-defined axioms. The most visible of them is in geometry, with the definitions of a point and a line. But such esoteric definitions continue all across mathematics. They do serve a great purpose, though, building one abstract concept over another because only when the idea of points well learn is it became easy to build that there can be another abstract concept of line, which passes through two p...