improve clarity of logical bool ops
co-authored-by: David Lord <davidism@gmail.com>
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@ -1412,27 +1412,31 @@ Comparisons
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Logic
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~~~~~
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For ``if`` statements, ``for`` filtering, and ``if`` expressions, it can be useful to
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combine multiple expressions:
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For ``if`` statements, ``for`` filtering, and ``if`` expressions, it can be
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useful to combine multiple expressions.
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``and``
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Return true if the left and the right operand are true.
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For ``x and y``, if ``x`` is false, then the value is ``x``, else ``y``. In
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a boolean context, this will be treated as ``True`` if both operands are
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truthy.
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``or``
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Return true if the left or the right operand are true.
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For ``x or y``, if ``x`` is true, then the value is ``x``, else ``y``. In a
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boolean context, this will be treated as ``True`` if at least one operand is
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truthy.
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``not``
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negate a statement (see below).
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For ``not x``, if ``x`` is false, then the value is ``True``, else
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``False``.
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Prefer negating ``is`` and ``in`` using their infix notation:
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``foo is not bar`` instead of ``not foo is bar``; ``foo not in bar`` instead
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of ``not foo in bar``. All other expressions require prefix notation:
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``not (foo and bar).``
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``(expr)``
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Parentheses group an expression.
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.. admonition:: Note
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The ``is`` and ``in`` operators support negation using an infix notation,
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too: ``foo is not bar`` and ``foo not in bar`` instead of ``not foo is bar``
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and ``not foo in bar``. All other expressions require a prefix notation:
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``not (foo and bar).``
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Parentheses group an expression. This is used to change evaluation order, or
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to make a long expression easier to read or less ambiguous.
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Other Operators
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