You've probably already heard of
Rule 34 of the Internet:If it exists, there is porn of it on the Internet. No exceptions.
Now, as any mathematician can tell you, the statement "if X then Y" is equivalent to its contrapositive, "if not-Y then not-X". For instance, "if Socrates is human, then he is mortal" is equivalent to "if Socrates is not mortal
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2) Rule 34 is usually phrased so that "exists" means something different to the way you're using it. Spongebob cartoons exist, so there is spongebob porn, for instance.
But I like the way you twist logic, so it's all good :->
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If all ravens are black, then anything which is not black can't be a raven. And if anything that isn't black can't be a raven, all ravens must be black.
The contrapositive (i.e., literally, the "opposite-way-of-putting-it") is "all-not-blacks are not-ravens", which is true.
As blackbirds (and, oh, black cats) show, the converse is false.
"If it does not exist, there is not porn of it on the Internet" is the converse of Contrapositive 34---and means roughly the same as the converse of Rule 34; it's obviously wrong.
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It may help at this point to draw a truth-table.
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Also I am unhappy about your probabilistic interpretation. For "high confidence" you need a probabilistic measure and for a measure you need your functor "is porn of [ ] on the internet" (or, on the restricted domain of the internet, "is porn of") to have certain topological properties[1]. But we know that internet porn can defy all topology as well as all logic.
[1] I am not sure about compactness, though I would like to see a fixed point of the "is internet porn of" operator. That's a fairly abstract "like", though---I'm not sure how truly arousing it could be. Maybe I have the wrong proclivities to be aroused by fixed points.
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I put it on hype a while back, not sure if you caught it..
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