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�i�0�@s>dZddlZGdd�d�ZGdd�de�ZGdd�de�ZdS)	a�Provides classes to represent module version numbers (one class for
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implemented: StrictVersion and LooseVersion.

Every version number class implements the following interface:
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    representation; if the string is an invalid version number,
    'parse' raises a ValueError exception
  * the class constructor takes an optional string argument which,
    if supplied, is passed to 'parse'
  * __str__ reconstructs the string that was passed to 'parse' (or
    an equivalent string -- ie. one that will generate an equivalent
    version number instance)
  * __repr__ generates Python code to recreate the version number instance
  * _cmp compares the current instance with either another instance
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    of the same class, thus must follow the same rules)
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    on the end.  The pre-release tag consists of the letter 'a' or 'b'
    followed by a number.  If the numeric components of two version
    numbers are equal, then one with a pre-release tag will always
    be deemed earlier (lesser) than one without.

    The following are valid version numbers (shown in the order that
    would be obtained by sorting according to the supplied cmp function):

        0.4       0.4.0  (these two are equivalent)
        0.4.1
        0.5a1
        0.5b3
        0.5
        0.9.6
        1.0
        1.0.4a3
        1.0.4b1
        1.0.4

    The following are examples of invalid version numbers:

        1
        2.7.2.2
        1.3.a4
        1.3pl1
        1.3c4

    The rationale for this version numbering system will be explained
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    z)^(\d+) \. (\d+) (\. (\d+))? ([ab](\d+))?$cCs�|j�|�}|std|��|�ddddd�\}}}}}|rTttt|||g��|_nttt||g��d|_|r�|dt|�f|_nd|_dS)	Nzinvalid version number '%s'�����)rr)	�
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�ZdS)�LooseVersiona�Version numbering for anarchists and software realists.
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    described above.  A version number consists of a series of numbers,
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    version numbers, the numeric components will be compared
    numerically, and the alphabetic components lexically.  The following
    are all valid version numbers, in no particular order:

        1.5.1
        1.5.2b2
        161
        3.10a
        8.02
        3.4j
        1996.07.12
        3.2.pl0
        3.1.1.6
        2g6
        11g
        0.960923
        2.2beta29
        1.13++
        5.5.kw
        2.0b1pl0

    In fact, there is no such thing as an invalid version number under
    this scheme; the rules for comparison are simple and predictable,
    but may not always give the results you want (for some definition
    of "want").
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