# Truthiness

## Literals

```py
from typing_extensions import Literal, LiteralString
from ty_extensions import AlwaysFalsy, AlwaysTruthy

def _(
    a: Literal[1],
    b: Literal[-1],
    c: Literal["foo"],
    d: tuple[Literal[0]],
    e: Literal[1, 2],
    f: AlwaysTruthy,
):
    reveal_type(bool(a))  # revealed: Literal[True]
    reveal_type(bool(b))  # revealed: Literal[True]
    reveal_type(bool(c))  # revealed: Literal[True]
    reveal_type(bool(d))  # revealed: Literal[True]
    reveal_type(bool(e))  # revealed: Literal[True]
    reveal_type(bool(f))  # revealed: Literal[True]

def _(
    a: tuple[()],
    b: Literal[0],
    c: Literal[""],
    d: Literal[b""],
    e: Literal[0, 0],
    f: AlwaysFalsy,
):
    reveal_type(bool(a))  # revealed: Literal[False]
    reveal_type(bool(b))  # revealed: Literal[False]
    reveal_type(bool(c))  # revealed: Literal[False]
    reveal_type(bool(d))  # revealed: Literal[False]
    reveal_type(bool(e))  # revealed: Literal[False]
    reveal_type(bool(f))  # revealed: Literal[False]

def _(
    a: str,
    b: Literal[1, 0],
    c: str | Literal[0],
    d: str | Literal[1],
):
    reveal_type(bool(a))  # revealed: bool
    reveal_type(bool(b))  # revealed: bool
    reveal_type(bool(c))  # revealed: bool
    reveal_type(bool(d))  # revealed: bool
```

## Instances

Checks that we don't get into a cycle if someone sets their `__bool__` method to the `bool` builtin:

### __bool__ is bool

```py
class BoolIsBool:
    __bool__ = bool

reveal_type(bool(BoolIsBool()))  # revealed: Literal[False]
```

### Conditional __bool__ method

```py
def flag() -> bool:
    return True

class Boom:
    if flag():
        __bool__ = bool
    else:
        __bool__ = int

reveal_type(bool(Boom()))  # revealed: bool
```

### Possibly unbound __bool__ method

```py
from typing import Literal

def flag() -> bool:
    return True

class PossiblyUnboundTrue:
    if flag():
        def __bool__(self) -> Literal[True]:
            return True

reveal_type(bool(PossiblyUnboundTrue()))  # revealed: bool
```

### Special-cased classes

Some special-cased `@final` classes are known by ty to have instances that are either always truthy
or always falsy.

```toml
[environment]
python-version = "3.12"
```

```py
import types
import typing
import sys
from ty_extensions import AlwaysTruthy, static_assert
from ty_extensions._internal import is_subtype_of
from typing_extensions import _NoDefaultType

static_assert(is_subtype_of(sys.version_info.__class__, AlwaysTruthy))
static_assert(is_subtype_of(types.EllipsisType, AlwaysTruthy))
static_assert(is_subtype_of(_NoDefaultType, AlwaysTruthy))
static_assert(is_subtype_of(slice, AlwaysTruthy))
static_assert(is_subtype_of(types.FunctionType, AlwaysTruthy))
static_assert(is_subtype_of(types.MethodType, AlwaysTruthy))
static_assert(is_subtype_of(typing.TypeVar, AlwaysTruthy))
static_assert(is_subtype_of(typing.TypeAliasType, AlwaysTruthy))
static_assert(is_subtype_of(types.MethodWrapperType, AlwaysTruthy))
static_assert(is_subtype_of(types.WrapperDescriptorType, AlwaysTruthy))
```

### `Callable` types always have ambiguous truthiness

```py
from typing import Any, Callable

def f(x: Callable[..., Any], y: Callable[[int], str]):
    reveal_type(bool(x))  # revealed: bool
    reveal_type(bool(y))  # revealed: bool
```

But certain callable single-valued types are known to be always truthy:

```py
from types import FunctionType

class A:
    def method(self): ...

reveal_type(bool(A().method))  # revealed: Literal[True]
reveal_type(bool(f.__get__))  # revealed: Literal[True]
reveal_type(bool(FunctionType.__get__))  # revealed: Literal[True]
```

## Enums

```py
from enum import Enum
from typing import Literal

class NormalEnum(Enum):
    NO = 0
    YES = 1

class FalsyEnum(Enum):
    NO = 0
    YES = 1

    def __bool__(self) -> Literal[False]:
        return False

class AmbiguousEnum(Enum):
    NO = 0
    YES = 1

    def __bool__(self) -> bool:
        return self is AmbiguousEnum.YES

class AmbiguousBase(Enum):
    def __bool__(self) -> bool:
        return True

class AmbiguousEnum2(AmbiguousBase):
    NO = 0
    YES = 1

class CustomLenEnum(Enum):
    NO = 0
    YES = 1

    def __len__(self):
        return 0

reveal_type(bool(NormalEnum.NO))  # revealed: Literal[True]
reveal_type(bool(NormalEnum.YES))  # revealed: Literal[True]

def normal_enum_complement(value: NormalEnum):
    if value is NormalEnum.NO:
        return
    reveal_type(bool(value))  # revealed: Literal[True]

reveal_type(bool(FalsyEnum.NO))  # revealed: Literal[False]
reveal_type(bool(FalsyEnum.YES))  # revealed: Literal[False]

# All of the following must be `bool`:

reveal_type(bool(AmbiguousEnum.NO))  # revealed: bool
reveal_type(bool(AmbiguousEnum.YES))  # revealed: bool

reveal_type(bool(AmbiguousEnum2.NO))  # revealed: bool
reveal_type(bool(AmbiguousEnum2.YES))  # revealed: bool

reveal_type(bool(AmbiguousEnum2.NO))  # revealed: bool
reveal_type(bool(AmbiguousEnum2.YES))  # revealed: bool

reveal_type(bool(CustomLenEnum.NO))  # revealed: bool
reveal_type(bool(CustomLenEnum.YES))  # revealed: bool
```

## TypedDict

It may be feasible to infer `Literal[True]` for some `TypedDict` types, if `{}` can definitely be
excluded as a possible value. We currently do not attempt to do this.

If `{}` is the *only* possible value, we could infer `Literal[False]`. This might only be possible
if something like <https://peps.python.org/pep-0728> is accepted, a `TypedDict` has no defined
items, and `closed=True` is used.

```py
from typing_extensions import TypedDict, Literal, NotRequired

class Normal(TypedDict):
    a: str
    b: int

def _(n: Normal) -> None:
    reveal_type(bool(n))  # revealed: Literal[True]

class OnlyFalsyItems(TypedDict):
    wrong: Literal[False]

def _(n: OnlyFalsyItems) -> None:
    # (it does not matter if all items are falsy)
    reveal_type(bool(n))  # revealed: Literal[True]

class Empty(TypedDict):
    pass

def _(e: Empty) -> None:
    # This should be `bool`. `Literal[False]` would be wrong, as `Empty` can be subclassed.
    reveal_type(bool(e))  # revealed: bool

class AllKeysOptional(TypedDict, total=False):
    a: str
    b: int

def _(a: AllKeysOptional) -> None:
    # This should be `bool`. `Literal[True]` would be wrong as `{}` is a valid value.
    reveal_type(bool(a))  # revealed: bool

class AllKeysNotRequired(TypedDict):
    a: NotRequired[str]
    b: NotRequired[int]

def _(a: AllKeysNotRequired) -> None:
    # This should be `bool`. `Literal[True]` would be wrong as `{}` is a valid value.
    reveal_type(bool(a))  # revealed: bool
```
