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A bit of dimensionality question

HakutoRei000

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An attack is traveling from point A to point B through infinite space.
Two events occur simultaneously: one inside Box 1 and another inside Box 2. Box 1 is “larger” than Box 2 by an uncountable amount.
Box 2 is smaller than Box 1; however, the distances within each box remain infinite.
If we treat the attack as moving at infinite speed, do we need to specify the size or dimensionality of the box, or can we consider the speed infinite regardless of the box’s “size”?
 
You can travel a finite distance in an infinite space
so unless the attack is travelling from box 1 to box 2
I don't think this can qualify for infinite speed

But if you're saying the movement in Box 1 also happened in Box 2
That is most likely a range and extra axis movement

But no proper context about what box 2 is being uncountably larger than box 1

Does it just extends more infinitely like a set or is it because it is a higher axis?
 
You can travel a finite distance in an infinite space
so unless the attack is travelling from box 1 to box 2
I don't think this can qualify for infinite speed

But if you're saying the movement in Box 1 also happened in Box 2
That is most likely a range and extra axis movement

But no proper context about what box 2 is being uncountably larger than box 1

Does it just extends more infinitely like a set or is it because it is a higher axis?
Ah the distance infinite is traversed fully in both cases.

The attack is in two separate time continuum/timeline.

The uncountably larger is box 1, it's larger than box 2. (Box 1>Box 2 by uncountably 'difference').

That's a bit vague, let's say both, or does it have to be one of it?.
 
should still be infinite in speed.
but rather a unique scenario so idk if we can give it faster than infinite speed or not
 
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