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e^pi-pi^9/e^8-pi = 9.999261181384595585383165527 e^3/2-1/e^pi = 9.999554543330061620689847090 pi^9/e^8 = 9.999838797804880181883277457 7*pi/e+6/pi = 9.999950765639196054597257443 pi^9/e^8+e^6/pi^13 = 9.999977735006192339843141943 pi^9/e^8+e^5/pi^12 = 9.999999371328340049973644320

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The crash of impact----ramming Osbourne. He recoils from the impact. OSBOURNE Holy fucking----you fucking morons!

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e^5-pi^4-pi^3 = 19.9977913 e^pi-pi = 19.9990999 e^6-pi^5-pi^4 = 0.0000176

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\subsec{Base 3-ness} "Thirdness is mediation, generality, order, interpretation, meaning, purpose. The third is the medium or bond which connects the absolute first and last, and brings them into relationship. Every process involves continuity, and continuity represents to perfection." \ecit{BOCH 1974 80} "Landru! Guide us!" -- A Beta 3-oid, "The Return of the Archons", stardate 3157.4; unix fortune (current-time-string) "Sun May 15 10:25:48 2005" $$ {x^2} + {y^2} = {n^2}, \where x, y,n \in {\pmb N} $$ $$ {\rm then}\ 3\mid x {\rm or}\ 3\mid y \quad \clubsuit_3 $$ ecit{dunk.15.1957, wernicke 3305} % 3 dicembre 80 % (current-time-string) "Martedi Dicembre 30 04:50:27 2008" ``Do'nt try to outweird me {\it three-eyes}. I get stranger things than you for free with my breakfast cereal.'' \hfill \hbox{Zaphod Beeblebox, unix fortune} % 011:30 Guigno 21 97} eee=========================================

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1/(3*oo*s3)+oo*(s3-oo) = 1.0000000000042251154220 43836 log(1/(3*oo*s3)+oo*(s3-oo)) = 0.0000000000042251154220 34910 1/(3*oo*s3)+oo*(s3-oo)-log(1/(3*oo*s3)+oo*(s3-oo)) = = 1.000000000000000000000008926

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Constant processes are things invented by constant processors that explain things which otherwise require harder thinking.

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0.0000 = e^(1*2*3)-pi^4-pi^5

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"The mold of a man's $\dpi$\ fortune is in his own hands." "The right to be let alone is the underlying principle of the Constitution's Bill of $\dpi$." "I have learned this at least by my experiment: if one advances confidently in the direction of his dreams, and endeavors to live the life he has imagined, he will meet with a success unexpected in common $\dpi$."