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    >>> intersect((0, 10), (0, 6))
    (0, 6)
    >>> intersect((0, 10), (5, 15))
    (5, 10)
    >>> intersect((0, 10), (10, 15))
    >>> intersect((0, 9), (10, 15))
    >>> intersect((0, 9), (7, 15))
    (7, 9)
    iiN(tAssertionErrortmaxtmintNone(tratrbtsatsb((s9/usr/lib/python2.7/dist-packages/mercurial/simplemerge.pyt	intersects
cCsj||||krtSxKtt||ƒt||ƒƒD]$\}}||||kr:tSq:WtSdS(s?Compare a[astart:aend] == b[bstart:bend], without slicing.
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        iR$iisu | RR%s | Rsb | R&s<<<<
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S(s«Yield sequence of line groups.  Each one is a tuple:

        'unchanged', lines
             Lines unchanged from base

        'a', lines
             Lines taken from a

        'same', lines
             Lines taken from a (and equal to b)

        'b', lines
             Lines taken from b

        'conflict', base_lines, a_lines, b_lines
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}qqWdS(	spReturn sequences of matching and conflicting regions.

        This returns tuples, where the first value says what kind we
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        'unchanged', start, end
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        'same', astart, aend
             b and a are different from base but give the same result

        'a', start, end
             Non-clashing insertion from a[start:end]

        Method is as follows:

        The two sequences align only on regions which match the base
        and both descendants.  These are found by doing a two-way diff
        of each one against the base, and then finding the
        intersections between those regions.  These "sync regions"
        are by definition unchanged in both and easily dealt with.

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        conflicted, or changed on only one side.
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        Generates a list of (base1, base2, a1, a2, b1, b2).  There is
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        ii(RRKRRRR(RRR RRtappend(R!RRtamatchestbmatchesRERFtsltabaseRBtalentbbaseRCtblenR9tintbasetintendtintlentasubtbsubRR((s9/usr/lib/python2.7/dist-packages/mercurial/simplemerge.pyR==sH
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