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    We like to think we know truth. Certainly classes like this are designed to help us think about this challenge. So, in light of what you've learned so far, what do you think truth is? How do we find it? How do we know we have found it?

    0  Views: 234 Answers: 2 Posted: 12 years ago

    2 Answers

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

    "Classes like this"?  I think I've missed most of them.  Come to think of it, ALL of them!



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