This talk is about my guess work on the thought process of Turing while he was inventing the Universal Machine, the blueprint of computers. The Universal Machine first appeared in Turing's seminal paper "On Computable Numbers, With an Application to the Entscheitungsproblem" that was submitted in May 1936. It is known that the paper was motivated by a course "Foundations of Mathematics and Godel's Theorem" taught by Max Newmann that Turing took in 1935. I trace back the days and the thought process that might have happened in Turing's mind while he tried to prove again the Godel's result in his own style, which was consummate in his 1936 paper. My investigation is a collection of my guess about what Max Newmann might have taught in the class and about how Turing could be inspired by the course. This talk will contain an intuitive review of Godel's Incompleteness proof and Turing's 1936 paper. This talk can be considered a kind of faction (fact + fiction).