Faulty logic
So it seems like the good ones are already taken. ...
Let me do a pseudomathematical proof:
assume "everyoneIKnow" !=liars (!= means not equal)
goodOne is a subset of {guys, girls}
me = goodOne (according to everyoneIKnow)
me != taken
hence, goodOnes NOT ALWAYS taken
Therefore, there's a good one that's not yet taken.
Now how do I triangulate her whereabouts?
Let me do a pseudomathematical proof:
assume "everyoneIKnow" !=liars (!= means not equal)
goodOne is a subset of {guys, girls}
me = goodOne (according to everyoneIKnow)
me != taken
hence, goodOnes NOT ALWAYS taken
Therefore, there's a good one that's not yet taken.
Now how do I triangulate her whereabouts?

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