Infinity

Infinity seems as if we can add an unlimited amount in a certain time.

If we draw a line, from both sides we can always prolong the line.

If we mark 2 points on this line we can always draw endless points in between (as we zoom in). This is true until we reach the Plank size which we can not divide anymore. So for the smallest size(As we zoom in)in the universe there is a finite size.

What is the finite size of the Space\Time(Zoom out)?

As it seems infinite it is also limited.

Space\Time as we see it from our standing point (we stand at the present time) Each star\galaxi we see as it was in the past. The sun is 8 minutes in the past and so on. As time ticks in Plank time are added to the present time 1 tick at a time, is it actually limit the infinite space\time to a certain size limit in each plank time tick? Meaning that for each Plank time frame, the universe has a limited size? So for each plank time tick some new space-time is created but also a constant size of space,(not unlimited as we might think for infinite)\time added(plank time) and no more?

So we can’t add an unlimited amount at the same time but only a constant limited size of space\time..in that sense the universe is finite at any point at plank size. As we shot a photo but infinite as we shot a video. But each plank time new time interval is created and the last one is gone

Meir Gilady

https://callil.co.il