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diff --git a/numpy/lib/arraysetops.py b/numpy/lib/arraysetops.py
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-"""
-Set operations for 1D numeric arrays based on sorting.
-
-:Contains:
-  ediff1d,
-  unique1d,
-  intersect1d,
-  intersect1d_nu,
-  setxor1d,
-  setmember1d,
-  union1d,
-  setdiff1d
-
-:Notes:
-
-All functions work best with integer numerical arrays on input (e.g. indices).
-For floating point arrays, innacurate results may appear due to usual round-off
-and floating point comparison issues.
-
-Except unique1d, union1d and intersect1d_nu, all functions expect inputs with
-unique elements. Speed could be gained in some operations by an implementaion of
-sort(), that can provide directly the permutation vectors, avoiding thus calls
-to argsort().
-
-Run _test_unique1d_speed() to compare performance of numpy.unique1d() and
-numpy.unique() - it should be the same.
-
-To do: Optionally return indices analogously to unique1d for all functions.
-
-created:       01.11.2005
-last revision: 07.01.2007
-
-:Author: Robert Cimrman
-"""
-__all__ = ['ediff1d', 'unique1d', 'intersect1d', 'intersect1d_nu', 'setxor1d',
-           'setmember1d', 'union1d', 'setdiff1d']
-
-import time
-import numpy as nm
-
-def ediff1d(ary, to_end = None, to_begin = None):
-    """The differences between consecutive elements of an array, possibly with
-    prefixed and/or appended values.
-
-    :Parameters:
-      - `ary` : array
-        This array will be flattened before the difference is taken.
-      - `to_end` : number, optional
-        If provided, this number will be tacked onto the end of the returned
-        differences.
-      - `to_begin` : number, optional
-        If provided, this number will be taked onto the beginning of the
-        returned differences.
-
-    :Returns:
-      - `ed` : array
-        The differences. Loosely, this will be (ary[1:] - ary[:-1]).
-    """
-    ary = nm.asarray(ary).flat
-    ed = ary[1:] - ary[:-1]
-    arrays = [ed]
-    if to_begin is not None:
-        arrays.insert(0, to_begin)
-    if to_end is not None:
-        arrays.append(to_end)
-
-    if len(arrays) != 1:
-        # We'll save ourselves a copy of a potentially large array in the common
-        # case where neither to_begin or to_end was given.
-        ed = nm.hstack(arrays)
-
-    return ed
-
-def unique1d(ar1, return_index=False):
-    """Find the unique elements of 1D array.
-
-    Most of the other array set operations operate on the unique arrays
-    generated by this function.
-
-    :Parameters:
-      - `ar1` : array
-        This array will be flattened if it is not already 1D.
-      - `return_index` : bool, optional
-        If True, also return the indices against ar1 that result in the unique
-        array.
-
-    :Returns:
-      - `unique` : array
-        The unique values.
-      - `unique_indices` : int array, optional
-        The indices of the unique values. Only provided if return_index is True.
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    ar = nm.asarray(ar1).flatten()
-    if ar.size == 0:
-        if return_index: return nm.empty(0, nm.bool), ar
-        else: return ar
-
-    if return_index:
-        perm = ar.argsort()
-        aux = ar[perm]
-        flag = nm.concatenate( ([True], aux[1:] != aux[:-1]) )
-        return perm[flag], aux[flag]
-
-    else:
-        ar.sort()
-        flag = nm.concatenate( ([True], ar[1:] != ar[:-1]) )
-        return ar[flag]
-
-def intersect1d( ar1, ar2 ):
-    """Intersection of 1D arrays with unique elements.
-
-    Use unique1d() to generate arrays with only unique elements to use as inputs
-    to this function. Alternatively, use intersect1d_nu() which will find the
-    unique values for you.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `intersection` : array
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    aux = nm.concatenate((ar1,ar2))
-    aux.sort()
-    return aux[aux[1:] == aux[:-1]]
-
-def intersect1d_nu( ar1, ar2 ):
-    """Intersection of 1D arrays with any elements.
-
-    The input arrays do not have unique elements like intersect1d() requires.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `intersection` : array
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    # Might be faster than unique1d( intersect1d( ar1, ar2 ) )?
-    aux = nm.concatenate((unique1d(ar1), unique1d(ar2)))
-    aux.sort()
-    return aux[aux[1:] == aux[:-1]]
-
-def setxor1d( ar1, ar2 ):
-    """Set exclusive-or of 1D arrays with unique elements.
-
-    Use unique1d() to generate arrays with only unique elements to use as inputs
-    to this function.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `xor` : array
-        The values that are only in one, but not both, of the input arrays.
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    aux = nm.concatenate((ar1, ar2))
-    if aux.size == 0:
-        return aux
-
-    aux.sort()
-#    flag = ediff1d( aux, to_end = 1, to_begin = 1 ) == 0
-    flag = nm.concatenate( ([True], aux[1:] != aux[:-1], [True] ) )
-#    flag2 = ediff1d( flag ) == 0
-    flag2 = flag[1:] == flag[:-1]
-    return aux[flag2]
-
-def setmember1d( ar1, ar2 ):
-    """Return a boolean array of shape of ar1 containing True where the elements
-    of ar1 are in ar2 and False otherwise.
-
-    Use unique1d() to generate arrays with only unique elements to use as inputs
-    to this function.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `mask` : bool array
-        The values ar1[mask] are in ar2.
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    zlike = nm.zeros_like
-    ar = nm.concatenate( (ar1, ar2 ) )
-    tt = nm.concatenate( (zlike( ar1 ), zlike( ar2 ) + 1) )
-    # We need this to be a stable sort, so always use 'mergesort' here. The
-    # values from the first array should always come before the values from the
-    # second array.
-    perm = ar.argsort(kind='mergesort')
-    aux = ar[perm]
-    aux2 = tt[perm]
-#    flag = ediff1d( aux, 1 ) == 0
-    flag = nm.concatenate( (aux[1:] == aux[:-1], [False] ) )
-
-    ii = nm.where( flag * aux2 )[0]
-    aux = perm[ii+1]
-    perm[ii+1] = perm[ii]
-    perm[ii] = aux
-
-    indx = perm.argsort(kind='mergesort')[:len( ar1 )]
-
-    return flag[indx]
-
-def union1d( ar1, ar2 ):
-    """Union of 1D arrays with unique elements.
-
-    Use unique1d() to generate arrays with only unique elements to use as inputs
-    to this function.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `union` : array
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    return unique1d( nm.concatenate( (ar1, ar2) ) )
-
-def setdiff1d( ar1, ar2 ):
-    """Set difference of 1D arrays with unique elements.
-
-    Use unique1d() to generate arrays with only unique elements to use as inputs
-    to this function.
-
-    :Parameters:
-      - `ar1` : array
-      - `ar2` : array
-
-    :Returns:
-      - `difference` : array
-        The values in ar1 that are not in ar2.
-
-    :See also:
-      numpy.lib.arraysetops has a number of other functions for performing set
-      operations on arrays.
-    """
-    aux = setmember1d(ar1,ar2)
-    if aux.size == 0:
-        return aux
-    else:
-        return nm.asarray(ar1)[aux == 0]
-
-def _test_unique1d_speed( plot_results = False ):
-#    exponents = nm.linspace( 2, 7, 9 )
-    exponents = nm.linspace( 2, 7, 9 )
-    ratios = []
-    nItems = []
-    dt1s = []
-    dt2s = []
-    for ii in exponents:
-
-        nItem = 10 ** ii
-        print 'using %d items:' % nItem
-        a = nm.fix( nItem / 10 * nm.random.random( nItem ) )
-
-        print 'unique:'
-        tt = time.clock()
-        b = nm.unique( a )
-        dt1 = time.clock() - tt
-        print dt1
-
-        print 'unique1d:'
-        tt = time.clock()
-        c = unique1d( a )
-        dt2 = time.clock() - tt
-        print dt2
-
-
-        if dt1 < 1e-8:
-            ratio = 'ND'
-        else:
-            ratio = dt2 / dt1
-        print 'ratio:', ratio
-        print 'nUnique: %d == %d\n' % (len( b ), len( c ))
-
-        nItems.append( nItem )
-        ratios.append( ratio )
-        dt1s.append( dt1 )
-        dt2s.append( dt2 )
-
-        assert nm.alltrue( b == c )
-
-    print nItems
-    print dt1s
-    print dt2s
-    print ratios
-
-    if plot_results:
-        import pylab
-
-        def plotMe( fig, fun, nItems, dt1s, dt2s ):
-            pylab.figure( fig )
-            fun( nItems, dt1s, 'g-o', linewidth = 2, markersize = 8 )
-            fun( nItems, dt2s, 'b-x', linewidth = 2, markersize = 8 )
-            pylab.legend( ('unique', 'unique1d' ) )
-            pylab.xlabel( 'nItem' )
-            pylab.ylabel( 'time [s]' )
-
-        plotMe( 1, pylab.loglog, nItems, dt1s, dt2s )
-        plotMe( 2, pylab.plot, nItems, dt1s, dt2s )
-        pylab.show()
-
-if (__name__ == '__main__'):
-    _test_unique1d_speed( plot_results = True )