← Back
Editing: numbers.cpython-38.opt-2.pyc
U e5d( � @ s� d dl mZmZ dddddgZG dd� ded�ZG d d� de�Ze�e� G d d� de�Ze�e � G d d� de�Z G d d� de �Z e �e � d S )� )�ABCMeta�abstractmethod�Number�Complex�Real�Rational�Integralc @ s e Zd ZdZdZdS )r � N)�__name__� __module__� __qualname__� __slots__�__hash__r r r � /usr/lib64/python3.8/numbers.pyr s )� metaclassc @ s� e Zd ZdZedd� �Zdd� Zeedd� ��Zeedd � ��Z ed d � �Z ed d � �Z edd� �Z edd� �Z dd� Zdd� Zedd� �Zedd� �Zedd� �Zed d � �Zed d � �Zed d!� �Zed"d#� �Zed$d%� �Zed&d'� �Zd(S ))r r c C s d S �Nr ��selfr r r � __complex__- s zComplex.__complex__c C s | dkS �Nr r r r r r �__bool__1 s zComplex.__bool__c C s t �d S r ��NotImplementedErrorr r r r �real5 s z Complex.realc C s t �d S r r r r r r �imag> s z Complex.imagc C s t �d S r r �r �otherr r r �__add__G s zComplex.__add__c C s t �d S r r r r r r �__radd__L s zComplex.__radd__c C s t �d S r r r r r r �__neg__Q s zComplex.__neg__c C s t �d S r r r r r r �__pos__V s zComplex.__pos__c C s | | S r r r r r r �__sub__[ s zComplex.__sub__c C s | | S r r r r r r �__rsub___ s zComplex.__rsub__c C s t �d S r r r r r r �__mul__c s zComplex.__mul__c C s t �d S r r r r r r �__rmul__h s zComplex.__rmul__c C s t �d S r r r r r r � __truediv__m s zComplex.__truediv__c C s t �d S r r r r r r � __rtruediv__r s zComplex.__rtruediv__c C s t �d S r r )r �exponentr r r �__pow__w s zComplex.__pow__c C s t �d S r r )r �baser r r �__rpow__| s zComplex.__rpow__c C s t �d S r r r r r r �__abs__� s zComplex.__abs__c C s t �d S r r r r r r � conjugate� s zComplex.conjugatec C s t �d S r r r r r r �__eq__� s zComplex.__eq__N)r r r r r r r �propertyr r r r r r r! r" r# r$ r% r& r( r* r+ r, r- r r r r r sL c @ s� e Zd ZdZedd� �Zedd� �Zedd� �Zedd � �Zed%d d ��Z d d� Z dd� Z edd� �Z edd� �Z edd� �Zedd� �Zedd� �Zedd � �Zd d � Zed d � �Zed!d"� �Zd#d$� Zd S )&r r c C s t �d S r r r r r r � __float__� s zReal.__float__c C s t �d S r r r r r r � __trunc__� s zReal.__trunc__c C s t �d S r r r r r r � __floor__� s zReal.__floor__c C s t �d S r r r r r r �__ceil__� s z Real.__ceil__Nc C s t �d S r r )r Zndigitsr r r � __round__� s zReal.__round__c C s | | | | fS r r r r r r � __divmod__� s zReal.__divmod__c C s || || fS r r r r r r � __rdivmod__� s zReal.__rdivmod__c C s t �d S r r r r r r � __floordiv__� s zReal.__floordiv__c C s t �d S r r r r r r � __rfloordiv__� s zReal.__rfloordiv__c C s t �d S r r r r r r �__mod__� s z Real.__mod__c C s t �d S r r r r r r �__rmod__� s z Real.__rmod__c C s t �d S r r r r r r �__lt__� s z Real.__lt__c C s t �d S r r r r r r �__le__� s z Real.__le__c C s t t| ��S r )�complex�floatr r r r r � s zReal.__complex__c C s | S r r r r r r r � s z Real.realc C s dS r r r r r r r � s z Real.imagc C s | S r r r r r r r, s zReal.conjugate)N)r r r r r r/ r0 r1 r2 r3 r4 r5 r6 r7 r8 r9 r: r; r r. r r r, r r r r r � s> c @ s8 e Zd ZdZeedd� ��Zeedd� ��Zdd� ZdS ) r r c C s t �d S r r r r r r � numerator s zRational.numeratorc C s t �d S r r r r r r � denominator s zRational.denominatorc C s | j | j S r )r> r? r r r r r/ s zRational.__float__N) r r r r r. r r> r? r/ r r r r r s c @ s� e Zd ZdZedd� �Zdd� Zed%dd��Zed d � �Zed d � �Z ed d� �Z edd� �Z edd� �Z edd� �Z edd� �Zedd� �Zedd� �Zedd � �Zed d � �Zd d � Zed!d"� �Zed#d$� �ZdS )&r r c C s t �d S r r r r r r �__int__+ s zIntegral.__int__c C s t | �S r )�intr r r r � __index__0 s zIntegral.__index__Nc C s t �d S r r )r r' �modulusr r r r( 4 s zIntegral.__pow__c C s t �d S r r r r r r � __lshift__? s zIntegral.__lshift__c C s t �d S r r r r r r � __rlshift__D s zIntegral.__rlshift__c C s t �d S r r r r r r � __rshift__I s zIntegral.__rshift__c C s t �d S r r r r r r � __rrshift__N s zIntegral.__rrshift__c C s t �d S r r r r r r �__and__S s zIntegral.__and__c C s t �d S r r r r r r �__rand__X s zIntegral.__rand__c C s t �d S r r r r r r �__xor__] s zIntegral.__xor__c C s t �d S r r r r r r �__rxor__b s zIntegral.__rxor__c C s t �d S r r r r r r �__or__g s zIntegral.__or__c C s t �d S r r r r r r �__ror__l s zIntegral.__ror__c C s t �d S r r r r r r � __invert__q s zIntegral.__invert__c C s t t| ��S r )r= rA r r r r r/ w s zIntegral.__float__c C s | S r r r r r r r> { s zIntegral.numeratorc C s dS )N� r r r r r r? � s zIntegral.denominator)N)r r r r r r@ rB r( rD rE rF rG rH rI rJ rK rL rM rN r/ r. r> r? r r r r r & sB N) �abcr r �__all__r r �registerr< r r= r r rA r r r r �<module> s p u _
Save File
Cancel