theta[3](%i*sqrt(3)*%pi/4,%e^-(sqrt(3)*%pi)) = 3^(1/8)*(-4*sqrt(6)+7*sqrt(3)+8*sqrt(2)-9)^(1/8)*%e^(sqrt(3)*%pi/16)*gamma(1/3)^(3/2)/(2*2^(17/48)*%pi) i sqrt(3) pi - sqrt(3) pi theta (------------, e ) 3 4 sqrt(3) pi ---------- 1/8 1/8 16 = 3 (- 4 sqrt(6) + 7 sqrt(3) + 8 sqrt(2) - 9) e 3/2 1 65/48 Gamma (-)/(2 pi) ~ 1.066114065917882492374666215948483823267149247604 3
On Tue, Sep 30, 2008 at 2:48 AM, <rwg@sdf.lonestar.org> wrote:
While seeking postprandial excercise last nite, I was led, Newtonlike, to the discovery of a new cause for tort litigation: Turning out the parking lot lights while your boomerang is in the air.
Yikes! Was it a soft plastic one like an Aerobie, or was it a real wooden one? -- Mike Stay - metaweta@gmail.com http://math.ucr.edu/~mike http://reperiendi.wordpress.com
Aerobie A30, probably the only US outdoor boomerang safe enough to get product liability insurance. For nearly 20 years. I wonder if the barratry industry has managed to zap an apple tree owner for falling fruit. "I cannot tell a lie. It was to save us from the Burgesses." Actually, that day's most liable product was (naturally) mainland Chinese. I often sit in bed polishing plastic puzzle parts with microfiber cloths from TaP Plastics, who recently switched from a Korean to Chinese source. Beware: The latter give off clouds of microscopic lint. The next morning, it took two hours to tear six intractable knots from my hair. --rwg EMISSION SIMONIES (Carbon credits?)