Self Referentiality Proved Silly
Proof:
Assume that
SelfReferentialityProvedSilly
is not proved.
Then this page would just be silly.
Which is a contradiction.
Therefore
SelfReferentialityProvedSilly
. QED.
Counter Proof:
Assume that
SelfReferentialityProvedSilly
is proved.
Therefore this page is not silly. Or at least no sillier than
ZenoDiscussion
.
Which is a contradiction.
Therefore not
SelfReferentialityProvedSilly
. QED.
Para Proof:
Assume the above two proofs are both correct.
That was easy. QED.
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February 19, 2004
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