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doc: document the %num() function
Add documentation for the %num() preprocessor function. Signed-off-by: H. Peter Anvin <hpa@zytor.com>
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@ -2255,6 +2255,17 @@ and \i{detokenization} are performed for the arguments of the
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directives.
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\S{pcdirect} \i{Directives} processing
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Remaining preprocessor \i{directives} are processed. It is specific
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to each directive to what extend the above expansions or the ones
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specified in \k{pcfinal} are performed on their arguments.
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It is specific to each directive to what extent \i{inline expansions}
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and \i{detokenization} are performed for the arguments of the
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directives.
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\S{pcsmacro} \i{Inline expansions} and other \I{preprocessor directives}directives
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In this step, the following expansions are performed on each line:
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@ -2276,10 +2287,6 @@ below), the parameters to that macro are expanded at this time. See
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\b \i{Macro-local labels} are converted into unique strings, see
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\k{maclocal}.
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\b Remaining preprocessor \i{directives} are processed. It is specific
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to each directive to what extend the above expansions or the ones
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specified in \k{pcfinal} are performed on their arguments.
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\S{pcmmacro} \i{Multi-Line Macro Expansion}
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@ -2923,6 +2930,26 @@ argument to the conditional using \c{\{\}}:
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\c %endif
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\S{f_num} \i\c{%num()} Function
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The \c{%num()} function evaluates its arguments as expressions, and
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then produces a quoted string encoding the first argument as an
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\e{unsigned} integer. The second argument is the encoding base (from 2
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to 64, default 10) and the third argument is the desired number of
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digits (max 253, default -1).
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Only the first argument is required.
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If the number of digits is negative, NASM will add additional digits
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if needed, if positive the string is truncated to the number of digits
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specified. 0 is treated as -1, except that the input number 0
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generates an empty string (thus, the first digit will never be zero.)
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The full 64-symbol set used is, in order:
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\c 0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ@_
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\S{f_sel} \i\c{%sel()} Function
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The \c{%sel()} function evaluates its first argument as an
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