A new version of typing.py from https://github.com/python/typing.
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@ -512,6 +512,10 @@ class CallableTests(BaseTestCase):
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self.assertEqual(get_type_hints(foo, globals(), locals()),
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{'a': Callable[..., T]})
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def test_ellipsis_in_generic(self):
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# Shouldn't crash; see https://github.com/python/typing/issues/259
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typing.List[Callable[..., str]]
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XK = TypeVar('XK', str, bytes)
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XV = TypeVar('XV')
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@ -852,7 +856,7 @@ class VarianceTests(BaseTestCase):
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def test_covariance_sequence(self):
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# Check covariance for Sequence (which is just a generic class
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# for this purpose, but using a covariant type variable).
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# for this purpose, but using a type variable with covariant=True).
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self.assertIsSubclass(typing.Sequence[Manager],
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typing.Sequence[Employee])
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self.assertNotIsSubclass(typing.Sequence[Employee],
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@ -1185,6 +1189,13 @@ class CollectionsAbcTests(BaseTestCase):
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self.assertIsInstance([], typing.Container)
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self.assertNotIsInstance(42, typing.Container)
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def test_collection(self):
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if hasattr(typing, 'Collection'):
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self.assertIsInstance(tuple(), typing.Collection)
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self.assertIsInstance(frozenset(), typing.Collection)
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self.assertIsSubclass(dict, typing.Collection)
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self.assertNotIsInstance(42, typing.Collection)
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def test_abstractset(self):
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self.assertIsInstance(set(), typing.AbstractSet)
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self.assertNotIsInstance(42, typing.AbstractSet)
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@ -57,6 +57,7 @@ __all__ = [
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'DefaultDict',
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'List',
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'Set',
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'FrozenSet',
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'NamedTuple', # Not really a type.
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'Generator',
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@ -160,12 +161,6 @@ class _ForwardRef(TypingMeta):
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return self
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def _eval_type(self, globalns, localns):
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if not isinstance(localns, dict):
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raise TypeError('ForwardRef localns must be a dict -- got %r' %
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(localns,))
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if not isinstance(globalns, dict):
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raise TypeError('ForwardRef globalns must be a dict -- got %r' %
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(globalns,))
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if not self.__forward_evaluated__:
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if globalns is None and localns is None:
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globalns = localns = {}
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@ -388,9 +383,10 @@ class TypeVar(TypingMeta, metaclass=TypingMeta, _root=True):
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and issubclass(bytes, A) are true, and issubclass(int, A) is
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false. (TODO: Why is this needed? This may change. See #136.)
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Type variables may be marked covariant or contravariant by passing
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covariant=True or contravariant=True. See PEP 484 for more
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details. By default type variables are invariant.
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Type variables defined with covariant=True or contravariant=True
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can be used do declare covariant or contravariant generic types.
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See PEP 484 for more details. By default generic types are invariant
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in all type variables.
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Type variables can be introspected. e.g.:
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@ -405,7 +401,7 @@ class TypeVar(TypingMeta, metaclass=TypingMeta, _root=True):
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covariant=False, contravariant=False):
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self = super().__new__(cls, name, (Final,), {}, _root=True)
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if covariant and contravariant:
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raise ValueError("Bivariant type variables are not supported.")
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raise ValueError("Bivariant types are not supported.")
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self.__covariant__ = bool(covariant)
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self.__contravariant__ = bool(contravariant)
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if constraints and bound is not None:
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@ -782,7 +778,7 @@ class CallableMeta(TypingMeta):
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return self
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def _get_type_vars(self, tvars):
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if self.__args__:
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if self.__args__ and self.__args__ is not Ellipsis:
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_get_type_vars(self.__args__, tvars)
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def _eval_type(self, globalns, localns):
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@ -1044,7 +1040,7 @@ class GenericMeta(TypingMeta, abc.ABCMeta):
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if cls is Any:
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return True
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if isinstance(cls, GenericMeta):
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# For a class C(Generic[T]) where T is co-variant,
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# For a covariant class C(Generic[T]),
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# C[X] is a subclass of C[Y] iff X is a subclass of Y.
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origin = self.__origin__
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if origin is not None and origin is cls.__origin__:
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@ -1434,31 +1430,53 @@ class Container(Generic[T_co], extra=collections_abc.Container):
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__slots__ = ()
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if hasattr(collections_abc, 'Collection'):
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class Collection(Sized, Iterable[T_co], Container[T_co],
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extra=collections_abc.Collection):
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__slots__ = ()
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__all__.append('Collection')
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# Callable was defined earlier.
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class AbstractSet(Sized, Iterable[T_co], Container[T_co],
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extra=collections_abc.Set):
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pass
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if hasattr(collections_abc, 'Collection'):
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class AbstractSet(Collection[T_co],
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extra=collections_abc.Set):
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pass
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else:
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class AbstractSet(Sized, Iterable[T_co], Container[T_co],
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extra=collections_abc.Set):
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pass
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class MutableSet(AbstractSet[T], extra=collections_abc.MutableSet):
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pass
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# NOTE: Only the value type is covariant.
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class Mapping(Sized, Iterable[KT], Container[KT], Generic[KT, VT_co],
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extra=collections_abc.Mapping):
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pass
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# NOTE: It is only covariant in the value type.
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if hasattr(collections_abc, 'Collection'):
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class Mapping(Collection[KT], Generic[KT, VT_co],
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extra=collections_abc.Mapping):
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pass
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else:
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class Mapping(Sized, Iterable[KT], Container[KT], Generic[KT, VT_co],
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extra=collections_abc.Mapping):
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pass
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class MutableMapping(Mapping[KT, VT], extra=collections_abc.MutableMapping):
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pass
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if hasattr(collections_abc, 'Reversible'):
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class Sequence(Sized, Reversible[T_co], Container[T_co],
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extra=collections_abc.Sequence):
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pass
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if hasattr(collections_abc, 'Collection'):
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class Sequence(Reversible[T_co], Collection[T_co],
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extra=collections_abc.Sequence):
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pass
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else:
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class Sequence(Sized, Reversible[T_co], Container[T_co],
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extra=collections_abc.Sequence):
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pass
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else:
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class Sequence(Sized, Iterable[T_co], Container[T_co],
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extra=collections_abc.Sequence):
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@ -1583,11 +1601,11 @@ class Generator(Iterator[T_co], Generic[T_co, T_contra, V_co],
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# Internal type variable used for Type[].
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CT = TypeVar('CT', covariant=True, bound=type)
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CT_co = TypeVar('CT_co', covariant=True, bound=type)
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# This is not a real generic class. Don't use outside annotations.
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class Type(type, Generic[CT], extra=type):
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class Type(type, Generic[CT_co], extra=type):
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"""A special construct usable to annotate class objects.
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For example, suppose we have the following classes::
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@ -50,6 +50,12 @@ Core and Builtins
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Library
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-------
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- A new version of typing.py from https://github.com/python/typing:
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- Collection (only for 3.6) (Issue #27598)
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- Add FrozenSet to __all__ (upstream #261)
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- fix crash in _get_type_vars() (upstream #259)
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- Remove the dict constraint in ForwardRef._eval_type (upstream #252)
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- Issue #27539: Fix unnormalised ``Fraction.__pow__`` result in the case
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of negative exponent and negative base.
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