The Repeat in Time

the repeat in time:

here we assume again that a repeat in state of least bit of matter in space happens. this in itself is not a huge theoretical leap of faith, the world seems stable, the same colours, the same variety of things, etc.

it has been put that perhaps time is an infinite loop, that everything returns to what it was at time zero, called "eternal return". first of all, i doubt that anyone thinks this desirable, to imagine that we are all doomed to repeat every one of our mistakes, never to improve upon the past, this would be a horrible fate. second of all, could a repeat of the entire pattern of every least bit of matter in real space happen?

there are two theoretical concepts around the idea of infinity that we have to deal with. could there be, for some least bits of matter, an infinite number of states, like as are there, an infinite number of shades of blue or red? does each state of a least bit of matter last for a fixed interval, or period, each time? for example, if you like, theoretically, does Least Bit of Matter at Coordinates 0,0,0 always hold its State 14B for 0.005338 seconds, no matter what is going on beside it with its neighbours? put this way, it seems unlikely, does it not?

the question of this interval for which each least bit of matter has a certain state is rather crucial. surely its strength of affect over its neighbouring least bits of matter depends on this, the longer the interval, the greater the affect? and if we assume that the interval is variable surely a whole repeat pattern of every least bit of matter in space, over a greater interval in, if you like, Universal Time, is impossible for a period of, say, one hour?

CLEARCHARGE