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- As ``nan`` values compare as ``False``, ``nan`` values **should** be considered distinct.
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- As complex floating-point values having at least one ``nan`` component compare as ``False``, complex floating-point values having ``nan`` components **should** be considered distinct.
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should** not be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should not** be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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As signed zeros are not distinct, using ``inverse_indices`` to reconstruct the input array is not guaranteed to return an array having the exact same values.
- As ``nan`` values compare as ``False``, ``nan`` values **should** be considered distinct.
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- As complex floating-point values having at least one ``nan`` component compare as ``False``, complex floating-point values having ``nan`` components **should** be considered distinct.
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should** not be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should not** be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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Each ``nan`` value and each complex floating-point value having a ``nan`` component **should** have a count of one, while the counts for signed zeros **should** be aggregated as a single count.
- As ``nan`` values compare as ``False``, ``nan`` values **should** be considered distinct.
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- As complex floating-point values having at least one ``nan`` component compare as ``False``, complex floating-point values having ``nan`` components **should** be considered distinct.
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should** not be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should not** be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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As signed zeros are not distinct, using ``inverse_indices`` to reconstruct the input array is not guaranteed to return an array having the exact same values.
- As ``nan`` values compare as ``False``, ``nan`` values **should** be considered distinct.
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- As complex floating-point values having at least one ``nan`` component compare as ``False``, complex floating-point values having ``nan`` components **should** be considered distinct.
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should** not be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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- As ``-0`` and ``+0`` compare as ``True``, signed zeros **should not** be considered distinct, and the corresponding unique element **may** be implementation-dependent (e.g., an implementation **may** choose to return ``-0`` if ``-0`` occurs before ``+0``).
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