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@Sidewalker
I am talking about the math problem, the problem which exists in theory of math.
I am not talking about movement itself or practical application.
We can think of it in a different way.
In terms of numbers.
If we have number 2,
And we want to reach number 3.
Every time we add to the number 2, the next time we add, it must be 10 times smaller number.
So if we add 0.1 to the number 2
We will get 2.1
The next time we add, we add 0.01
We will get 2.11
Next time we add 0.001
We will get 2.111
We always get closer to number 3, with each add.
However, there is no point at which we reach number 3.
It keeps increasing constantly, with each add.
2.11 is larger than 2.1
2.111 is larger than 2.11
It grows with each add
2.11111111111111111...
But it never reaches number 3.
The fact that something can constantly move closer to something, yet never reach it, is a strange problem.
It implies that the path between 2 and 3 is infinite or composed of infinite number of parts.