"I want you to truly understand that I believe in the teachings of The Rationalist, and in the system he built. I seek to protect the best parts of the status quo, while not inhibiting the incremental improvements of social evolution. There are too many techs who think that Tiger People should not be allowed to fight with knives, and too many Tiger People who think they should be allowed to attack any tech who insults them in any place, and fools of every kind who cannot see beyond the boundaries of their own situations. Protecting the Rationalist System from those who would weaken it with a million tiny legislations that enforce their personal moralities on others is a constant task for every senior leader alive today, and the most important part of the job."I think that my biggest advantage over my honored political opponents is my ability to react well to the unexpected. We have had stability for a hundred years, and I think most of my cohort would have a difficult time dealing. 04% Very close. Similarly, for the Euler-Mascheroni constant gamma, 0.577215665…, we see that Sqrt(3)/3 is 0.577350269… and the error is |gamma – 1/Sqrt(3)| / gamma = 0.000233196, or about 0.02% or thereabouts. Taunus Trumbo: And so what? These are transcendental numbers being approximated by rational numbers or algebraic irrationals (surds). Faustus Mortal: They establish a numerical criterion. For anything in the physical universe, a good approximation must have an error less than these. Taunus Trumbo: And this proves? Faustus Mortal: The error in A+1/A+B and e^(pi^2/2) is 0.000000146 or 0.00001%. Even the absolute error is small, 0.000020. Taunus Trumbo: This is a remarkable coincidence, but little more. Faustus Mortal: No. It is exact and the connecting number comes from f(x) = Exp(-x^2/2) where x is the imaginary number i*pi. Written out in expanded form we get f(i pi) = e^(-(i pi)^2/2). This is a compacta of symbols: e, i, pi, 2 and operations ^ / and so on. Remember its.
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