playmofire
Registered

Ah, the ancient Greek Zeno had that problem in considering the flight of an arrow. If, he argued, at any instant in time an arrow is at a particular point and so is stationery, so how can it move from through the air one point to another.I had a work colleague, who was studying Quantum Physics, correct me when I said 'the shortest distance between points is a straight line'.
He said that in quantum physics points do not exist so therefore straights lines don't either, he started explaining this but when I glazed over he just gave up.
That would explain most of my cuts.