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A mathematical theorem to determine if you should respond to this ad. I devised the following theorem/combination of theorems to help you in determining whether or not to respond to this ad. Behold! Let any given woman reading this ad be denoted by the variable 'x'. We have the following functions available for use: Function 'r': removes zealots, as their inclusion in the final results would result in a breakdown of the model. Function 'c': removes anyone that is considered by society as "that crazy axe murderer that got off on a technicality." Function 'c' needs fine tuning, but is of sufficient quality as to be used in the model. Function 'p': removes those that are averse to politiy incorrect jokes and/or dark humour. Function 'd': filters out women that don't have at least some modicum of intelligence. Also, in the newest revision, this filters beautiful lady seeking casual sex dating Bear out those that routinely replace "you" with "u", etc., unless it is some kind of mockery. The functions should be applied to 'x' together and in order as follows: x = r(x) x = c(x) x = p(x) x = d(x) If the final value of 'x' is equal to or close to the original value of 'x', you should send a message to the poster of theorem, because we might have crazy fun together. Or not. Alternatively, if you find a flaw in this model, please send corrections as well. I'm particularly interested if you have a method of improving the function to filter out crazies.