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Shut the fuck up, really, because noone gives a flying shit. The only thing you are doing and accomplishing right now is turning even more people against you with your gibberish elitistic racism drivel.
I haven't been owner of #tf for years. Vondur is (czg was after me, then I tricked him out of it, then gave it to Vondur)
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TOBI- its madara who controled 9 nined beast your talking about, has to be strong
PAIN- couldnt fight naruto in 8 tails so not as strong as tobi but still bloody strong ZETSU- not is known..should be either strong or uselss and just watches fights..lol ITACHI- amazing sharingan skill and let sasuke win. KISAME- little is known but if he�s partnered with itachi..he should be very strong DEIDARA- C4 attack was wicked..i recon apart from people with sharingan wouldnt stand a chance against it. KAKAZU- could use all five teqniques at the highest level..woww SASORI- unrated�but he proves how strong he is against chiyo..and killed 3 kazekage who had iron sand. HIDAN- not very skilled..he can only use one teqniue which is that stabing himself thing�and just because hes immortal..doesnt mean he�s strong..just cut him up into little peaces or something then hell be useless�lol have i missed anyone out?? reply if you wanna critisze my chosen list�thanks! Bestiality sure is a fun thing to do
But I have to say this as a warning to you: With almost all animals, you can have ball But the hedgehog can never be buggered at all. The spines on her back are too sharp for a man They'll give you a pain in the worst place they can The result I think you'll find will appall: The hedgehog can never be buggered at all! Mounting a horse can often be fun An elephant too; though he weighs half a ton Even a mouse (though his hole is quite small) But the hedgehog can never be buggered at all. The spines on his back are so awful thick you'll end up with naught but a painful prick. He has an impregnable hole when curled up in a ball, Hence the hedgehog can never be buggered at all! Screwing a cow while she goes moo-moo Will be entertaining to both her and you Or you might try a tiger, if you have enough gall But the hedgehog can never be buggered at all. A fish is refreshing, although a bit wet And a cat or a dog can be more than a pet Even a giraffe (despite being so tall) But the hedgehog can never be buggered at all. You can manage a snake, though its poison might kill It's amazing how humping a camel will thrill You can go with a snail if you slow to a crawl But the hedgehog can never be buggered at all. You can ravish a sloth but it would take all night With a shark it is faster, but the darned beast might bite We already mentioned the horse, you may recall But the hedgehog can never be buggered at all. You can roger a skunk if you can stand the smell Or even an oyster, should he let go of his shell A troll can be rocky if down you should fall But the hedgehog can never be buggered at all. For slippery fun, you can cornhole an otter Or pego a pig after parting his trotters Or tumble a tapir, though the prospect appall But the hedgehog can never be buggered at all. For prosimian fun, you can bugger a lemur To bolster your name as a pervert and schemer The lemurs cry "Frink!" as a coy mating call But the hedgehog can never be buggered at all. Antipodean pranks -- you can futter a wombat Or strive with a 'roo in venereal combat Or hump a goanna -- go on, do it all But the hedgehog can never be buggered at all. A moose is amusing, a squid quite confusing Or try on a rhino if you fancy a bruising, Or mountin' a mountain goat (careful, don't fall!) But the hedgehog can never be buggered at all. You could thrust with a thrush if you fancy a climb, Or pork a few piglets if you have the time, A skinhead's pet cat if you don't mind a brawl, But the hedgehog can never be buggered at all. you even say zetsu is unknown yet you put him above kisame??? one of the few akatsuki to come in contact with naruto and not die???
how dare you sir Chili De Morte
Start with a can of commercial chili and use the cheapest one you can find. The thicker the orange shell of sheer grease on top when you open it, the better. The very idea that you would use real stew meat instead of cheap ground beast that's more pink than red and then add onions, tomatoes etc. in their fresh states is laughable. Pour in a fistful of salsa and maybe leftover spaghetti sauce. Squirt several packets of Taco Bell sauce into it. Then crumble into it a whole package of Ritz Crackers or half a bag of half-stale Doritos and a bit of tabasco, if you are either feeling adventurous or are too stoned or zoned out to consider the possible aftermath. Squirt half a can of gooey cheese surrogate over it. Nuke some broccoli in a valiant but vain attempt to get some tangible nutrition into the glop. Add several jalapeno peppers to give it some zing. Scarf down enough of it to serve 4 or 5 normal people and spend the next morning with your ass under a cold tap running at full blast (because you are too stupid to remember the last time you did this), as fire shoots from your rectum like Gamera in full flight. Go to the store later and buy 5 more cans of chili. Repeat. To prove that 0 < 1, we first need to prove the following two lemmas.
Lemma 1. The set of positive real numbers, {x in R : x > 0}, is closed under addition and multiplication. Proof. For a = 0 and positive real numbers b and c, we have a < b, which follows from the definition of a positive real number. By Axiom 7, we then have a + c < b + c, and since a = 0 then by Axiom 4 we have c < b + c. Since 0 < c by definition, we also have 0 < b + c by Axiom 9. Thus the positive real numbers are closed under addition. Likewise for a = 0 and positive real numbers b, c, we have a < b. From Axioms 4 and 8, we have 0 = ac < bc, so the positive real numbers are closed under multiplication. Lemma 2. For any real number a, we have aa = -a(-a). Proof. This follows from Axioms 3 and 5, since we have a + (-a) = 0 a(a + (-a)) = 0 aa = -a(-a). Theorem. For the real numbers 0 and 1, we have 0 < 1. Proof. From the field axioms, we know that 0 != 1, and by Trichotomy of the Real Numbers this means either 0 < 1 or 1 < 0. By way of contradiction, assume 1 < 0. By adding the additive inverse of 1 to both sides, we get 0 < -1, i.e. -1 is a positive real number. Thus from using Lemma 1 above, multiplying both sides by -1, and by Axiom 8 we get 0 < (-1)(-1). By applying Lemma 2, this becomes 0 < 1. This is a contradiction to the assumption that 1 < 0, and thus it must be that 0 < 1, which is what we wanted to prove. What we would gain from P = NP will make the whole Internet look like a footnote in history.
Since all the NP-complete optimization problems become easy, everything will be much more efficient. Transportation of all forms will be scheduled optimally to move people and goods around quicker and cheaper. Manufacturers can improve their production to increase speed and create less waste. And I'm just scratching the surface. Learning becomes easy by using the principle of Occam's razor�we simply find the smallest program consistent with the data. Near perfect vision recognition, language comprehension and translation and all other learning tasks become trivial. We will also have much better predictions of weather and earthquakes and other natural phenomenon. P = NP would also have big implications in mathematics. One could find short, fully logical proofs for theorems but these proofs are usually extremely long. But we can use the Occam razor principle to recognize and verify mathematical proofs as typically written in journals. We can then find proofs of theorems that have reasonable length proofs say in under 100 pages. A person who proves P = NP would walk home from the Clay Institute not with $1 million check but with seven (actually six since the Poincar� Conjecture appears solved). Why would you want to watch a video of an animal processing tool which nonentity posted and even Zwiffle is wary?
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