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VIPPER vs ANON -- RAP BATTLE

Name: VIPPER 2011-06-30 6:43

my name is vipper and my email's sage
if you don't watch out i'll take the center stage
i got a secret area, your fourchan's got malaria,
you can't come in cuz you ain't vee-eye-pee
anonymous is anyone. i'm only me

Name: Anonymous 2011-06-30 6:45

>>1
your board is empty and your rhymes are stale
you think you're vip? well you've got mail
4chan is fast and saovq's like a snail
we'll do our lisp and you'll do your fail

Name: VIPPER 2011-06-30 6:47

>>2
JEWS JEWS JEWS JEWS JEWS
    JEWS JEWS JEWS JEWS JEWS
JEWS JEWS JEWS JEWS JEWS
    JEWS JEWS JEWS JEWS JEWS

Name: LISPPER 2011-06-30 7:07

>>3
LISP LISP LISP LISP LISP
  LISP LISP LISP LISP LISP
LISP LISP LISP LISP LISP
  LISP LISP LISP LISP LISP

Name: VIPPER 2011-06-30 7:20

>>2
you really think this is rap?
that what is well known as crap
/prog/ is supposed to be fast?
if there is something /prog/ is, fast is the last

Name: Anonymous 2011-06-30 7:32

Resident eval

Name: Anonymous 2011-06-30 8:02

This thread is fucking retarded.

Name: Anonymous 2011-06-30 8:04

>>7 I completely agree to what you said, so let's have sex!

Name: Anonymous 2011-06-30 9:08

>>1,3-5
You are not cool. Now go fuck an autistic nigger.

Name: Anonymous 2011-06-30 12:07

inb4 dubzbot

Name: dubzbot-ng 2011-06-30 12:07

:GJS1M 67dcbdbce4a0b67c4b48e86a6ae29205a95e4b83024a9d947213d1231800e8d9
:47 105efe1f9cc7ea2a9d2fd866a72e57db
:1309430639 1309450026

>>9
<-- check my doubles

Name: Anonymous 2011-06-30 12:07

FAIL

Name: Anonymous 2011-06-30 12:07

DAMN YOU DUBZBOT

Name: Anonymous 2011-06-30 17:44

is this a reference to ``I'm still here''?

Name: Anonymous 2013-08-31 8:05


Addition is associative (κ + μ) + ν = κ + (μ + ν).

Name: Anonymous 2013-08-31 8:50


Infinity is also used to describe infinite series:

Name: Anonymous 2013-08-31 9:35


Mathematical topics typically emerge and evolve through interactions among many researchers. Set theory, however, was founded by a single paper in 1874 by Georg Cantor: "On a Characteristic Property of All Real Algebraic Numbers".

Name: Anonymous 2013-08-31 10:21


An inner model of Zermelo–Fraenkel set theory (ZF) is a transitive class that includes all the ordinals and satisfies all the axioms of ZF. The canonical example is the constructible universe L developed by Gödel. One reason that the study of inner models is of interest is that it can be used to prove consistency results. For example, it can be shown that regardless of whether a model V of ZF satisfies the continuum hypothesis or the axiom of choice, the inner model L constructed inside the original model will satisfy both the generalized continuum hypothesis and the axiom of choice. Thus the assumption that ZF is consistent (has at least one model) implies that ZF together with these two principles is consistent.

Name: Anonymous 2013-08-31 11:06


There are many other equivalent statements of the axiom of choice. These are equivalent in the sense that, in the presence of other basic axioms of set theory, they imply the axiom of choice and are implied by it.

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