🚀 go-pugleaf

Holly wrote:
> Michael Baldwin, Bruce wrote:
> > Holly wrote:
> > > Put down your socks and get ready to get yer priZe!
> >
> > Quit yer grinnin' and drop yer linen.
> >
> > > "Three years ago, a Russian mathematician by the name of Grigory
> > > Perelman, a k a Grisha, in St. Petersburg, announced that he had solved
> > > a famous and intractable mathematical problem, known as the Poincaré
> > > conjecture, about the nature of space.
> > >
> > > After posting a few short papers on the Internet and making a whirlwind
> > > lecture tour of the United States, Dr. Perelman disappeared back into
> > > the Russian woods in the spring of 2003, leaving the world's
> > > mathematicians to pick up the pieces and decide if he was right.
> > >
> > > Now they say they have finished his work, and the evidence is
> > > circulating among scholars in the form of three book-length papers with
> > > about 1,000 pages of dense mathematics and prose between them.
> > >
> > > As a result there is a growing feeling, a cautious optimism that they
> > > have finally achieved a landmark not just of mathematics, but of human
> > > thought."
> > >
> > >
> > > Poincaré's conjecture:  "It asserts that if any loop in a certain
> > > kind of three-dimensional space can be shrunk to a point without
> > > ripping or tearing either the loop or the space, the space is
> > > equivalent to a sphere. "
> > >
> > > "In effect, what Poincaré suggested was that anything without holes
> > > has to be a sphere. The one qualification was that this "anything"
> > > had to be what mathematicians call compact, or closed, meaning that it
> > > has a finite extent: no matter how far you strike out in one direction
> > > or another, you can get only so far away before you start coming back,
> > > the way you can never get more than 12,500 miles from home on the
> > > Earth."
> > >
> > > http://www.nytimes.com/2006/08/15/science/15math.html?_r=1&8dpc&oref=slogin
> > >
> > > Now this is exciting!
> >
> > This just doesn't add up.
>
> You need more than ten digits -- use a calculator.

Why when I can simply add some more columns to my abacus.