I am Ruppel: What id do…
\nI am Ruppel: is think of a radius of a circle
\nI am Ruppel: say…. 10
\nI am Ruppel: then, I’d find the largest do-decagon that would fit inside it while every point is at least or under 10 from the center of the dodecagon
\nI am Ruppel: I’d do the same with a do-decagon that went around the outside, this time making it only small enoug that no point exceeded to the inside of the circle, but nly touched
\nI am Ruppel: Then, I’d find the circumfrence of each do decagon
\nI am Ruppel: Then find the average of the two
\nI am Ruppel: which should be exactly pi
\nI am Ruppel: I mean, dead on pi
\nI am Ruppel: the most perfect decimal there is
\nI am Ruppel: Boo-yah
\nI am Ruppel: Cant touch this
\nSoAL Gilder: ….
\nI am Ruppel: duh-nuh-nuh-nuh<\/p>\n","protected":false},"excerpt":{"rendered":"
I am Ruppel: What id do… I am Ruppel: is think of a radius of a circle I am Ruppel: say…. 10 I am Ruppel: then, I’d find the largest do-decagon that would fit inside it while every point is … Continue reading