If T is the time line, and if p is a point on T at which x starts, and if x can only start once, then everything that precedes p on T is non-x. Non-x necessarily extends infinitely to the left, because there cannot be a point on T preceding p that is x (since we assumed that x can only start once). Now, as non-x extends infinitely to the left, non-x must be infinite itself, which does not allow for a point at which x can start. Conclusion: if T is the time line, and if p is a point on T at which x starts, and if x can only start once, then x can never start.
Replace x with matter: if matter started to 'be there' at some moment of time, then matter never started to be there.
What's wrong with this kind of reasoning?
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Arie.



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