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Just for the fun of it, you might try using Mathis "logic" to prove that any straight line is longer than itself by an arbitrary large amount. Start with a straight line, make it the base of an isosceles triangle, flip the peak of the triangle about the halfway point to have two base-to-base triangles on the line, repeat with these etc etc. If you've followed the fallacy in Mathis' argument, you will quickly see where this is leading.
Geoff
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