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you gut 2 zjbegv 1 ting wright!!!!!! i´m the sanmdan !!!!!!!!!!!!!1111!!!!!
mi fiends don like not!!11!! tei dun cilibrat wit mi!!!!!!
i apear in draft necxt rwaw!!!!!!111!! i neo gneral managr!!!raw!!!!!
yuo sock fur reading tis!!!!!!11!!!1! hhihihihihihihihihihihin so funi!!111!1!!!!!!11!1
7 comentários:
Sorry, The Sandman.
I didn´t want to hurt your feelings. But you smell bad, The Sandman. You smell like a pig. You smell like a pig with another pig. You know, two pigs. One pig plus another pig equals two pigs, if you know what I mean
suri, i didn undertand!!!!!111!!!! to pigs + pigs = the sanmdan??????'''???''???
nao precebi!!!!!0(/%
Simply put, YOU FUCKIN' SMELL BAD!
what!?
tats god, isnt it?????''''???
or nut???'''???
Oh, forget. Next time I see you on the streets, I´ll kick your ugly and smely ass, so you never show up your face again. Love you.
wat!!!??? yuo luve me=???=?O? tats god, tomi!
It's one of the intriguing curiosities of the history of science that spacetime wormholes were actually investigated by mathematical relativists in great detail long before anybody took the notion of black holes seriously. As early as 1916, less than a year after Einstein had formulated his equations of the general theory, the Austrian Ludwig Flamm had realised that Schwarzschild's solution to Einstein's equations actually describes a wormhole connecting two regions of flat spacetime -- two universes, or two parts of the same universe. Speculation about the nature of wormholes continued intermittently for decades. What the pioneering relativists did establish, very early on, was that Schwarzschild wormholes provide no means of communicating from one universe to the other.
The problem is that in order to traverse an Einstein-Rosen bridge from one universe to the other, a traveller would have to move faster than light at some stage of the journey. And there is another problem with this kind of wormhole -- it is unstable. If you imagine the "dent" in spacetime made by a large mass such as the Sun, squeezed into a volume only slightly bigger than its corresponding Schwarzschild sphere, you would get an "embedding diagram", like Figure 1. The surprise about the Schwarzschild geometry is that when you shrink the mass down to within its Schwarzschild radius, you don't just get a bottomless pit, as in Figure 2; instead, the bottom of the embedding diagram opens out to make the connection with another region of flat spacetime (Figure 3). But this beautiful, open throat, offering the tantalising prospect of travel between universes, exists for only a tiny fraction of a second before it snaps shut. The wormhole itself does not even exist for long enough for light to cross from one universe to the other. In effect, gravity slams shut the door between universes. This is especially disappointing, because if you ignore the rapid evolution of the wormhole and only look at the geometry corresponding to the instant when the throat is wide open, it seems as if such wormholes might even connect, not separate universes but separate regions of our own Universe. Space may be flat near each mouth of the wormhole, but bent around in a gentle curve, far away from the wormhole, so that the connection really is a shortcut from one part of the Universe to another (Figure 4). If you imagine unfolding this geometry to make the entire Universe flat except in the vicinity of the wormhole mouths, you get something like Figure 5, in which a curved wormhole connects two separate regions of a completely flat Universe -- and don't be fooled by the fact that in this drawing the distance from one mouth to the other through the wormhole itself seems to be longer than the distance from one mouth to the other through ordinary space; in the proper four-dimensional treatment, even such a curved wormhole can still provide a shortcut from A to B.
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