In another blog, I wrote my obsession with time.
I wanted to write a similar thing about distance. Nothing came up so far.
And "everything in between"? Well, is there anything in between time and distance? I am not so sure. They are different kind of animals. They are not comparable, aren't they?
But, there could be a relation between time and distance. As time passes, distance can grow or shrink. Distance can be a function of time. It's a complicated higher-level function for sure, but it's still a function of time. Let's see if it works the other way around; time as a function of distance. Mathematically it's possible, but what does it mean?
I am just mumbling. Think harder!