I was thinking about this more today. Don't really know why. I don't really reject the idea that distance is related to time.
However, distance so far in equations, like most equations, contain the universal measurement of a constant speed. Whilst Einstein personally did not believe in the existence of faster than light objects, (and i speculate this might have to do with his displeasure of spooky actions at great distances), but nevertheless, his theory did allow them, so long as these objects moving at superluminal speeds did not have to accelerate to that speed.
If distance to the posters here, being related to time, is not a real thing, then consider two tachyons moving away from each other. Not only are they moving at infinite speeds, but the distance between them is also infinitely large. And these particles spend very little time, in the space dimension, but they, nevertheless, do have a bit of oscillation throughout the time dimension, moving in a sinusoidal pattern. They spend more time in the imaginary time, or real space, just as a photon is seen to move in zero time, and bradyons seen to move in imaginary space, or real time.
They do not experience real time, do these tachyons, which have an infinite amount of energy at their lowest speeds possible, ''c'', which would be defiant of the laws of physics, and contain infinite speeds using the smallest, or ground state of energy possible.
Therefore, the infinite speeds, if two where produced as a particle antiparticle pair, and rushed away from each other, we know that their velocity is certainly not zero, so there must be a distance between them, no matter what way you look at it.