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Post by xxxxxxxxx on Mar 21, 2020 21:50:30 GMT
Time is the comparison of one ratio of movement to another.
A particle has x number of rotations per a given length of time.
The rotations are each a circumferance and thus a length when unraveled.
A series of rotations is a series of circumferance thus a series of lengths.
Given x number of rotations within a unit of time, the measure of time is thus an actual length.
Time, as a series of lengths, is thus the recursion of space as a series of lines within a line as a line
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Post by Eugene 2.0 on Mar 22, 2020 22:24:58 GMT
T is not necessary comparison of relations.
And the conclusion "recursion of space as a series of lines within a line as a line" where do we get "space" there?
The conclusion doesn't seem to be implied.
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Post by xxxxxxxxx on Mar 22, 2020 22:26:43 GMT
T is not necessary comparison of relations. And the conclusion "recursion of space as a series of lines within a line as a line" where do we get "space" there? The conclusion doesn't seem to be implied. Time is a series of lengths, considering the unfurled circumferance of a particles rotation is a length.
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