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In article <[EMAIL PROTECTED]>, "Robert J. Kolker" <[EMAIL PROTECTED]> writes: > > >[EMAIL PROTECTED] wrote: > >>> >>>The Greeks of Aristotle's time could make smooth inclined planes also. >> >> >> So? The fact that, after the fact, we conceive the usefulness of such >> devices, does not mean, in ***any*** way that their relevance was >> obvious, apriori. > >The question is not how obvious empirical verification is (in many >instances it is not) but how necessary it is. Your inability to understand a simple statement is noted. It is not an issue of how obvious empirical verification is but where to seek it. For somebody familiar with Newtonian physics it is obvious that inclined planes may have something to do with the issues. But there is nothing obvious about it until you've a model. > The Greek philosophers >along the Platon-Aristotle axis were disinclined to check. >> Already answered and refuted. Repetition of previous statements completely ignoring what has been added to the discussion in the meantime is a good signal that the discussion is a waste of time. Mati Meron | "When you argue with a fool, [EMAIL PROTECTED] | chances are he is doing just the same"
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