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“Sit down on the table!", she almost commanded. I got up and sat on the end of the table. She came up to me and straddled me. She grabbed my cock and held it at the entrance of her pussy, She sat down on my cock. I was fully inside of her. She grabbed the cheeks of my ass with both of her hands and scooted us up the table a little bit more. “Mmmm, now that’s much better!”, she said and smiled at me. She then slowly lifted herself up and then back down. She did it again and moaned out. “God, your cock feels sooooo good, Tom!”, she said as she reached out and grabbed both of my hands and brought them up to her breasts and then let go. I started massaging both of her breasts as she continued moving herself up and down on my hard cock and moaning with her hands now on my shoulders. “Oh Tom, you feel so good. Suck on my nipple, please!”, she said. I leaned forward and stuck my tongue out and flicked it up and down over her nipple. She moaned out. I then sucked her nipple into my. It is exact. Look at 22/7 as an approximation to pi. We used it in elementary school and middle school. It is very close and a repeating decimal fraction: 3.142857 142857 142857 …. 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.
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