def Hypergeometric(N, n, K, tag=None):
assert (<EOL>int(N) == N and N > <NUM_LIT:0><EOL>), '<STR_LIT>'<EOL>assert (<EOL>int(n) == n and <NUM_LIT:0> < n <= N<EOL>), '<STR_LIT>'<EOL>assert (<EOL>int(K) == K and <NUM_LIT:0> < K <= N<EOL>), '<STR_LIT>'<EOL>return uv(ss.hypergeom(N, n, K), tag=tag)<EOL>
A Hypergeometric random variate

Parameters
----------
N : int
    The total population size
n : int
    The number of individuals of interest in the population
K : int
    The number of individuals that will be chosen from the population

Example
-------
(Taken from the wikipedia page) Assume we have an urn with two types of
marbles, 45 black ones and 5 white ones. Standing next to the urn, you
close your eyes and draw 10 marbles without replacement. What is the
probability that exactly 4 of the 10 are white?
::

    >>> black = 45
    >>> white = 5
    >>> draw = 10

    # Now we create the distribution
    >>> h = H(black + white, white, draw)

    # To check the probability, in this case, we can use the underlying
    #  scipy.stats object
    >>> h.rv.pmf(4)  # What is the probability that white count = 4?
    0.0039645830580151975