Yeah, but it's kind of like saying "a set is always a set of something, so 'an empty set' is a contradiction in terms".
What Hegel says with reference to certain mathematical formulas applies here: that which seems irrational to ordinary common sense is rational, and that which seems rational to it is itself irrational.



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We could maybe salvage something of fabian's argument if we said: we understand a "beginning" as taking place at a determinate time (it makes no sense to say we know when something begins if it did not happen at time 'X'). Therefore time having a 'beginning' is a contradiction in terms, it amounts to saying "time 'X' happened at time 'X'."