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o $ x`\ � @ s� d Z ddlmZ ddlZddlmZ ddlmZ ddlm Z G dd� de�Z G d d � d e �Z G d d � d e �Z G d d� de �ZG dd� de�ZdS )z� Interface definitions paralleling the abstract base classes defined in :mod:`numbers`. After this module is imported, the standard library types will declare that they implement the appropriate interface. .. versionadded:: 5.0.0 � )�absolute_importN)� ABCInterface)�optional)�PYTHON2c @ � e Zd ZejZdS )�INumberN)�__name__� __module__� __qualname__�abc�Number� r r �?/usr/lib/python3/dist-packages/zope/interface/common/numbers.pyr $ � r c @ s6 e Zd ZejZedd� �Zeredd� �ZeZ dS dS )�IComplexc C � dS �z< Rarely implemented, even in builtin types. Nr r r r r � __complex__+ � zIComplex.__complex__c C r �zS The interpreter may supply one through complicated rules. Nr ��otherr r r �__eq__2 r zIComplex.__eq__N) r r r r �Complexr r �PY2r �__ne__r r r r r ( s �r c @ s> e Zd ZejZedd� �Ze ZZe r edd� �Z e Z dS dS )�IRealc C r r r r r r r r = r zIReal.__complex__c C r r r r r r r �__le__F r z IReal.__le__N) r r r r �Realr r � __floor__�__ceil__r r �__lt__r r r r r : s �r c @ r )� IRationalN)r r r r �Rationalr r r r r" O r r" c @ r )� IIntegralN)r r r r �Integralr r r r r$ S r r$ )�__doc__� __future__r �numbersr �zope.interface.commonr r �zope.interface._compatr r r r r r" r$ r r r r �<module> s
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