| 
 } Ok. Now let's start with our first assumption that the Miami Dolphins 
} beat the Chicago Bears. As can be shown in the theory of Improbability 
} this is a hypothesis that can be safely discarded, since its 
} probability is less than 
} 
}       / oo 
}       |           dx 
}       | ---------------------- * Om(x^2) 
}       |  | x - y + eps |^alpha 
}    -oo/ 
} 
} where alpha is the assumed quadrupole moment of the football and Om 
} such a complicated function that it is impossible to compute this 
} integral even using a coffee machine. A numerical analysis, however, 
} leads to the result that this integral must be less than 
} 
}             | 
}             | 
}       eps^y | 
}             | 
}             | y = sqrt(pi^e) 
} 
} where pi is pi and e is the base of the Briggs logarithms (contrary to 
} the usual but wrong notation of e=2.718...). As now can be easily 
} seen, following the results of Beckstein/Konotisho and 
} Vaarhonen/McTalhon (1893, 1995, respectively) this has a value so 
} small that, as we pointed out before, can be discarded, forgotten and 
} buried. A recent work of Geller/Uri even shows that eps < 0. 
} 
} Second: Dan Quayle's favorite color is not blue. I will not point out 
} here how to prove it, but simply believe me. I know it. It is not 
} blue. So even this argument needn't be brought into consideration. 
} 
} Third: The question "who gives a damn" is central to our results. 
} Well, it is general knowledge that Clark Gable can be ruled out, 
} following a statement given during a conference shortly after the end 
} of the US civil war. Mao can even be regarded as not coming into 
} consideration, as he's pretty dead. No statements have been made by 
} R.Nixon, thus avoiding a compromising situation. All these test 
} results could lead to the premature conclusion that there does not 
} exist some person giving a damn. But we now have a nonconstructive 
} proof that there *is* some person: 
} 
} Lemma 1: There exists a person giving a damn. 
} 
} Proof: John Everny Fields III, an oil man from Texas was witnessed 
} [Smith/Smith/Wesson,32] saying "I give a damn for it!", QED. 
} 
} The nonconstructivity of this Lemma follows from the usage of the 
} choice axiom concerning witnesses [Calabrese/De Camorra,33]. 
} 
} Now to the last problem. A naive conclusion using classical physics 
} would immediately yield that both particles will happily pass each 
} other without even touching, since they have negligible size and the 
} chances to hit B by A are very, very small. So the inherent absurdity 
} of this result can only be overcome by using quantum physical 
} considerations. Since quantum physics is a little abstract and 
} difficult to understand, it is now general use to formulate it in a 
} more modern fashion that was introduced by Einman and can easily be 
} applied to arbitrarily complicated problems, keeping the diffeomorphic 
} structure of quantum problems intact, as could be shown in full rigour 
} by Ngorongoro/Van der Velt. 
} 
} First of all, without loss of generality, let us assume that both 
} particles are of opposite sex. This leads to nonvanishing terms in the 
} nondiagonal elements of the scattering matrix. That is, after an 
} interaction process of the particles one of them (or both) may be in a 
} different state as before. Of course, this depends on the relative 
} moon phase of the particles. The different state can be accompanied by 
} the creation of new particles or even by pair creation, if the initial 
} kinetic energy of A and B was high enough. Of course the kinetic 
} energy need not be as high, if the attractive potential in the initial 
} state is long ranged and fulfils the Passion (85) equation. Under 
} certain - very rare - circumstances pair creation can lead to 
} permanent stability; these strange effect is under current research 
} (Nancy/Reagan 88, Bush/Bush ?) 
} 
} If you have difficulties imagining particles with different sexes try 
} thinking of spin-up-spin-down particles. Of course, what we said above 
} holds only for fermionic particles. For bosonic particles completely 
} different equations hold. A main effect is a clustering which is often 
} followed by strong geotranslational forces (the so-called 
} Francisco/Andrea-effect). There are several conceptual 
} interconnections with the weak and the strong nuclear forces; these 
} are going to be used in the international EMR-project (earth's magnet 
} removal project).  Nearby application of nuclear force can be assumed 
} to interfere heavily (as you pointed out correctly), so always check 
} with your doctor, your drugstore and your funeral home. 
} 
} You owe me some handwaving argument. 
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