@@ -260,10 +260,6 @@ platform-dependent.
260260+--------+--------------------------+--------------------+----------------+------------+
261261| ``d `` | :c:expr: `double ` | float | 8 | \( 4) |
262262+--------+--------------------------+--------------------+----------------+------------+
263- | ``F `` | :c:expr: `float complex ` | complex | 8 | \( 10) |
264- +--------+--------------------------+--------------------+----------------+------------+
265- | ``D `` | :c:expr: `double complex ` | complex | 16 | \( 10) |
266- +--------+--------------------------+--------------------+----------------+------------+
267263| ``Zf `` | :c:expr: `float complex ` | complex | 8 | \( 10) |
268264+--------+--------------------------+--------------------+----------------+------------+
269265| ``Zd `` | :c:expr: `double complex ` | complex | 16 | \( 10) |
@@ -286,6 +282,7 @@ platform-dependent.
286282
287283.. versionchanged :: 3.15
288284 Added support for the ``'Zf' `` and ``'Zd' `` formats.
285+ ``'F' `` and ``'D' `` formats are :term: `soft deprecated `.
289286
290287.. seealso ::
291288
@@ -376,13 +373,15 @@ Notes:
376373 are accepted.
377374
378375(10)
379- For the ``'F ' `` and ``'D ' `` format characters , the packed representation uses
376+ For the ``'Zf ' `` and ``'Zd ' `` type codes , the packed representation uses
380377 the IEEE 754 binary32 and binary64 format for components of the complex
381378 number, regardless of the floating-point format used by the platform.
382- Note that complex types (`` F ``/`` Zf `` and `` D ``/`` Zd ``) are available unconditionally,
379+ Note that complex types are available unconditionally,
383380 despite complex types being an optional feature in C.
384381 As specified in the C11 standard, each complex type is represented by a
385382 two-element C array containing, respectively, the real and imaginary parts.
383+ The ``'F' `` and ``'D' `` (for ``'Zf' `` and ``'Zd' ``, respectively) format
384+ characters are supported for compatibility.
386385
387386
388387A format character may be preceded by an integral repeat count. For example,
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