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Further improve return types in the numbers module (#11375)
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@@ -1,154 +1,209 @@
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# Note: these stubs are incomplete. The more complex type
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# signatures are currently omitted.
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#
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# Use SupportsComplex, SupportsFloat and SupportsIndex for return types in this module
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# Use _ComplexLike, _RealLike and _IntegralLike for return types in this module
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# rather than `numbers.Complex`, `numbers.Real` and `numbers.Integral`,
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# to avoid an excessive number of `type: ignore`s in subclasses of these ABCs
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# (since type checkers don't see `complex` as a subtype of `numbers.Complex`,
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# nor `float` as a subtype of `numbers.Real`, etc.)
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import sys
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from _typeshed import Incomplete
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from abc import ABCMeta, abstractmethod
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from typing import Literal, SupportsFloat, SupportsIndex, overload
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from typing_extensions import TypeAlias
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if sys.version_info >= (3, 11):
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from typing import SupportsComplex as _SupportsComplex
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else:
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# builtins.complex didn't have a __complex__ method on older Pythons
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import typing
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_SupportsComplex: TypeAlias = typing.SupportsComplex | complex
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from typing import Literal, Protocol, overload
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__all__ = ["Number", "Complex", "Real", "Rational", "Integral"]
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############################
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# Protocols for return types
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############################
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# `_ComplexLike` is a structural-typing approximation
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# of the `Complex` ABC, which is not (and cannot be) a protocol
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#
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# NOTE: We can't include `__complex__` here,
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# as we want `int` to be seen as a subtype of `_ComplexLike`,
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# and `int.__complex__` does not exist :(
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class _ComplexLike(Protocol):
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def __neg__(self) -> _ComplexLike: ...
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def __pos__(self) -> _ComplexLike: ...
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def __abs__(self) -> _RealLike: ...
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# _RealLike is a structural-typing approximation
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# of the `Real` ABC, which is not (and cannot be) a protocol
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class _RealLike(_ComplexLike, Protocol):
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def __trunc__(self) -> _IntegralLike: ...
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def __floor__(self) -> _IntegralLike: ...
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def __ceil__(self) -> _IntegralLike: ...
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def __float__(self) -> float: ...
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# Overridden from `_ComplexLike`
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# for a more precise return type:
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def __neg__(self) -> _RealLike: ...
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def __pos__(self) -> _RealLike: ...
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# _IntegralLike is a structural-typing approximation
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# of the `Integral` ABC, which is not (and cannot be) a protocol
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class _IntegralLike(_RealLike, Protocol):
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def __invert__(self) -> _IntegralLike: ...
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def __int__(self) -> int: ...
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def __index__(self) -> int: ...
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# Overridden from `_ComplexLike`
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# for a more precise return type:
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def __abs__(self) -> _IntegralLike: ...
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# Overridden from `RealLike`
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# for a more precise return type:
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def __neg__(self) -> _IntegralLike: ...
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def __pos__(self) -> _IntegralLike: ...
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#################
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# Module "proper"
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#################
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class Number(metaclass=ABCMeta):
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@abstractmethod
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def __hash__(self) -> int: ...
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# See comment at the top of the file
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# for why some of these return types are purposefully vague
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class Complex(Number):
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class Complex(Number, _ComplexLike):
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@abstractmethod
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def __complex__(self) -> complex: ...
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def __bool__(self) -> bool: ...
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@property
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@abstractmethod
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def real(self) -> SupportsFloat: ...
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def real(self) -> _RealLike: ...
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@property
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@abstractmethod
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def imag(self) -> SupportsFloat: ...
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def imag(self) -> _RealLike: ...
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@abstractmethod
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def __add__(self, other) -> _SupportsComplex: ...
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def __add__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __radd__(self, other) -> _SupportsComplex: ...
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def __radd__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __neg__(self) -> _SupportsComplex: ...
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def __neg__(self) -> _ComplexLike: ...
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@abstractmethod
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def __pos__(self) -> _SupportsComplex: ...
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def __sub__(self, other) -> _SupportsComplex: ...
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def __rsub__(self, other) -> _SupportsComplex: ...
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def __pos__(self) -> _ComplexLike: ...
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def __sub__(self, other) -> _ComplexLike: ...
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def __rsub__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __mul__(self, other) -> _SupportsComplex: ...
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def __mul__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __rmul__(self, other) -> _SupportsComplex: ...
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def __rmul__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __truediv__(self, other) -> _SupportsComplex: ...
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def __truediv__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __rtruediv__(self, other) -> _SupportsComplex: ...
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def __rtruediv__(self, other) -> _ComplexLike: ...
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@abstractmethod
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def __pow__(self, exponent) -> _SupportsComplex: ...
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def __pow__(self, exponent) -> _ComplexLike: ...
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@abstractmethod
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def __rpow__(self, base) -> _SupportsComplex: ...
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def __rpow__(self, base) -> _ComplexLike: ...
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@abstractmethod
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def __abs__(self) -> SupportsFloat: ...
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def __abs__(self) -> _RealLike: ...
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@abstractmethod
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def conjugate(self) -> _SupportsComplex: ...
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def conjugate(self) -> _ComplexLike: ...
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@abstractmethod
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def __eq__(self, other: object) -> bool: ...
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# See comment at the top of the file
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# for why some of these return types are purposefully vague
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class Real(Complex, SupportsFloat):
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class Real(Complex, _RealLike):
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@abstractmethod
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def __float__(self) -> float: ...
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@abstractmethod
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def __trunc__(self) -> SupportsIndex: ...
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def __trunc__(self) -> _IntegralLike: ...
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@abstractmethod
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def __floor__(self) -> SupportsIndex: ...
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def __floor__(self) -> _IntegralLike: ...
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@abstractmethod
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def __ceil__(self) -> SupportsIndex: ...
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def __ceil__(self) -> _IntegralLike: ...
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@abstractmethod
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@overload
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def __round__(self, ndigits: None = None) -> SupportsIndex: ...
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def __round__(self, ndigits: None = None) -> _IntegralLike: ...
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@abstractmethod
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@overload
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def __round__(self, ndigits: int) -> SupportsFloat: ...
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def __divmod__(self, other) -> tuple[SupportsFloat, SupportsFloat]: ...
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def __rdivmod__(self, other) -> tuple[SupportsFloat, SupportsFloat]: ...
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def __round__(self, ndigits: int) -> _RealLike: ...
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def __divmod__(self, other) -> tuple[_RealLike, _RealLike]: ...
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def __rdivmod__(self, other) -> tuple[_RealLike, _RealLike]: ...
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@abstractmethod
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def __floordiv__(self, other) -> SupportsFloat: ...
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def __floordiv__(self, other) -> _RealLike: ...
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@abstractmethod
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def __rfloordiv__(self, other) -> SupportsFloat: ...
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def __rfloordiv__(self, other) -> _RealLike: ...
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@abstractmethod
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def __mod__(self, other) -> SupportsFloat: ...
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def __mod__(self, other) -> _RealLike: ...
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@abstractmethod
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def __rmod__(self, other) -> SupportsFloat: ...
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def __rmod__(self, other) -> _RealLike: ...
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@abstractmethod
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def __lt__(self, other) -> bool: ...
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@abstractmethod
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def __le__(self, other) -> bool: ...
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def __complex__(self) -> complex: ...
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@property
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def real(self) -> SupportsFloat: ...
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def real(self) -> _RealLike: ...
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@property
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def imag(self) -> Literal[0]: ...
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def conjugate(self) -> SupportsFloat: ... # type: ignore[override]
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def conjugate(self) -> _RealLike: ...
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# Not actually overridden at runtime,
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# but we override these in the stub to give them more precise return types:
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@abstractmethod
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def __pos__(self) -> _RealLike: ...
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@abstractmethod
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def __neg__(self) -> _RealLike: ...
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# See comment at the top of the file
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# for why some of these return types are purposefully vague
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class Rational(Real):
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@property
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@abstractmethod
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def numerator(self) -> SupportsIndex: ...
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def numerator(self) -> _IntegralLike: ...
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@property
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@abstractmethod
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def denominator(self) -> SupportsIndex: ...
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def denominator(self) -> _IntegralLike: ...
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def __float__(self) -> float: ...
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# See comment at the top of the file
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# for why some of these return types are purposefully vague
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class Integral(Rational):
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class Integral(Rational, _IntegralLike):
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@abstractmethod
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def __int__(self) -> int: ...
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def __index__(self) -> int: ...
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@abstractmethod
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def __pow__(self, exponent, modulus: Incomplete | None = None) -> SupportsIndex: ... # type: ignore[override]
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def __pow__(self, exponent, modulus: Incomplete | None = None) -> _IntegralLike: ...
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@abstractmethod
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def __lshift__(self, other) -> SupportsIndex: ...
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def __lshift__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __rlshift__(self, other) -> SupportsIndex: ...
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def __rlshift__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __rshift__(self, other) -> SupportsIndex: ...
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def __rshift__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __rrshift__(self, other) -> SupportsIndex: ...
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def __rrshift__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __and__(self, other) -> SupportsIndex: ...
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def __and__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __rand__(self, other) -> SupportsIndex: ...
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def __rand__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __xor__(self, other) -> SupportsIndex: ...
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def __xor__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __rxor__(self, other) -> SupportsIndex: ...
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def __rxor__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __or__(self, other) -> SupportsIndex: ...
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def __or__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __ror__(self, other) -> SupportsIndex: ...
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def __ror__(self, other) -> _IntegralLike: ...
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@abstractmethod
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def __invert__(self) -> SupportsIndex: ...
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def __invert__(self) -> _IntegralLike: ...
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def __float__(self) -> float: ...
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@property
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def numerator(self) -> SupportsIndex: ...
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def numerator(self) -> _IntegralLike: ...
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@property
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def denominator(self) -> Literal[1]: ...
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# Not actually overridden at runtime,
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# but we override these in the stub to give them more precise return types:
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@abstractmethod
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def __pos__(self) -> _IntegralLike: ...
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@abstractmethod
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def __neg__(self) -> _IntegralLike: ...
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@abstractmethod
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def __abs__(self) -> _IntegralLike: ...
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@abstractmethod
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@overload
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def __round__(self, ndigits: None = None) -> _IntegralLike: ...
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@abstractmethod
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@overload
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def __round__(self, ndigits: int) -> _IntegralLike: ...
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