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dS)z~Abstract Base Classes (ABCs) for numbers, according to PEP 3141.

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ZedZedZedZedZedZedZedZedZdS)rafComplex defines the operations that work on the builtin complex type.

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ZedZedZedZdZedZedZdZdS)rzTo Complex, Real adds the operations that work on real numbers.

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        rrs r	__trunc__zReal.__trunc__s
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ZedZedZedZedZdZedZedZdS)r	zIntegral adds methods that work on integral numbers.

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        r)rr;moduluss   rr<zIntegral.__pow__8s
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self << otherrr$s  r
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other << selfrr$s  r__rlshift__zIntegral.__rlshift__Hr'rct)z
self >> otherrr$s  r
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other >> selfrr$s  r__rrshift__zIntegral.__rrshift__Rr'rct)zself & otherrr$s  r__and__zIntegral.__and__Wr'rct)zother & selfrr$s  r__rand__zIntegral.__rand__\r'rct)zself ^ otherrr$s  r__xor__zIntegral.__xor__ar'rct)zother ^ selfrr$s  r__rxor__zIntegral.__rxor__fr'rct)zself | otherrr$s  r__or__zIntegral.__or__kr'rct)zother | selfrr$s  r__ror__zIntegral.__ror__pr'rct)z~selfrrs r
__invert__zIntegral.__invert__ur'rc:tt|S)zfloat(self) == float(int(self)))rfrsrs rrIzIntegral.__float__{sSYYrc|
S)z"Integers are their own numerators.rrs rrozIntegral.numeratorrhrcdS)z!Integers have a denominator of 1.rrs rrqzIntegral.denominatorrjrrl)rr
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