Let us take an arbitrary period of time along a random curve between points A and B.
Time progresses from point A to B and not necessarily in a linear fashion.
Let us break the curve A-B into and infinite number of segments
Time is not static but in a state of motion.
Therefore, the next segment of time can only exist due to the existence of the previous segment of time.
This infers causality (time is the cause of time).
This infers that time has always existed and will always exist.
This likewise infers that there is no beginning and no end to the universe.
Any views on this logic? What are its flaws? ![]()