Let us walk on the 3-isogeny graph
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Data Structures | |
class | Foo |
class | ReprError |
Functions | |
Type[T] | auto (Optional[Type[T]] cls) |
Callable[[Type[T]], Type[T]] | auto (*bool angular=False) |
Union[Type[T], Callable[[Type[T]], Type[T]]] | auto (Optional[Type[T]] cls=None, *Optional[bool] angular=None) |
Type[T] | rich_repr (Optional[Type[T]] cls) |
Callable[[Type[T]], Type[T]] | rich_repr (*bool angular=False) |
Union[Type[T], Callable[[Type[T]], Type[T]]] | rich_repr (Optional[Type[T]] cls=None, *bool angular=False) |
Variables | |
T = TypeVar("T") | |
Result = Iterable[Union[Any, Tuple[Any], Tuple[str, Any], Tuple[str, Any, Any]]] | |
RichReprResult = Result | |
foo | |
console = Console() | |
width | |
angular | |
Definition at line 28 of file repr.py.
Referenced by pip._vendor.rich.repr.rich_repr().
Union[Type[T], Callable[[Type[T]], Type[T]]] auto | ( | Optional[Type[T]] | cls = None , |
*Optional[bool] | angular = None |
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) |
Class decorator to create __repr__ from __rich_repr__
Definition at line 37 of file repr.py.
References i.
Union[Type[T], Callable[[Type[T]], Type[T]]] rich_repr | ( | Optional[Type[T]] | cls = None , |
*bool | angular = False |
||
) |
Definition at line 114 of file repr.py.
References pip._vendor.rich.repr.auto().
Result = Iterable[Union[Any, Tuple[Any], Tuple[str, Any], Tuple[str, Any, Any]]] |