Are we teleporting?

[robvalue]

Sorry, I think I misread your last post. I'll have to check that out again! Oh and yes, there are an infinite amount of numbers between any two non-equal numbers.

I'm having trouble understanding what you're saying.

Lets consider the points A,B,C,D,E,F,G and H.
Lets assume that it takes time 't' to go from each consecutive point to the next.

If an object moves at a speed of 1 point/sec for 4 seconds,then it would reach D in 4 seconds with a total time consumption of t*3.
If an object moves at a speed of 2 points/sec for 4 seconds,then it would reach H in 4 seconds with a total time consumption of t*7.

But if i look at it like this:

a(time t)b(time t)c(time t)d
ab(time t)cd(time t)ef(time t)gh

An object moving at 1 point per second would go from A to D in 3 seconds.

An object moving at 2 points per second would go from A to H in 3.5 seconds.

Time = distance / speed = 7/2 = 3.5

I'm not sure what the bolded part above is saying? Is this representing this doubled speed?

This bit doesn't seem to make sense either:

Lets assume that it takes time 't' to go from each consecutive point to the next.

The time taken depends on the speed. If you double the speed, the time is half as much. You can't insist it takes the same amount of time regardless of speed!? If speed = 1 point per seconds, then t = 1 second. If speed = 2 points per second, then t = 0.5 seconds.