Mature Manali Aunty Getting Banged By Neighbor Uncle
"I've heard you'vegot pictures of me on your wall in your room. Is that true?" Oh yeah... You're in a few family shots with your cousin," repliedJohnny."Really how nice is that?" said Heather. "You're so sweet. Aren't you?" Oh," said Johnny meekly. "Thanks. You've got a great family." Yeah thanks," said Heather as a big sheepish grin filled her face."But you do realize I saw the video you posted of your room on your youtube channel, and I could see all my pictures on your wall right?" I do now I guess?" replied Johnny with a gulp."Ok, well the thing is I don't remember seeing my cousin in any ofthem?" said Heather, pretending to think, tapping her temple with herindex finger. "But maybe I forgot, because I don't remember him beingwith me on Halloween when I was Catwoman, or at a club when I was inthat backless red mini-dress. You know and somehow he must of got cutout of our vacation picture, when I was in the little blue bikinipicture? I guess there wasn't room for him there, since. Now look at |pi – 22/7| / pi. What we have is an error of 0.000402499 or, about 0.04% 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.
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