Add support for the GCC binary integer constants extension.

This is required to build the i965 backend with newer versions of mesa.

Original patch from Joerg Wunsch in GCC Bug 23479, under the GPLv2;
also taken from there in OpenBSD.

Obtained from:	gcc 4.3 (rev. 125346; GPLv2)
MFC after:	5 days
This commit is contained in:
Pedro F. Giffuni 2013-08-31 20:33:37 +00:00
parent f27d53b8f2
commit e639f25706
4 changed files with 73 additions and 3 deletions

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@ -1,3 +1,9 @@
2007-06-05 Joerg Wunsch <j.gnu@uriah.heep.sax.de> (r23479)
PR preprocessor/23479
* doc/extend.texi: Document the 0b-prefixed binary integer
constant extension.
2007-05-01 Dwarakanath Rajagopal <dwarak.rajagopal@amd.com> (r124341)
* doc/invoke.texi: Fix typo, 'AMD Family 10h core' instead of

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@ -81,6 +81,7 @@ extensions, accepted by GCC in C89 mode and in C++.
* Pragmas:: Pragmas accepted by GCC.
* Unnamed Fields:: Unnamed struct/union fields within structs/unions.
* Thread-Local:: Per-thread variables.
* Binary constants:: Binary constants using the @samp{0b} prefix.
@end menu
@node Statement Exprs
@ -10424,6 +10425,28 @@ Non-@code{static} members shall not be @code{__thread}.
@end quotation
@end itemize
@node Binary constants
@section Binary constants using the @samp{0b} prefix
@cindex Binary constants using the @samp{0b} prefix
Integer constants can be written as binary constants, consisting of a
sequence of @samp{0} and @samp{1} digits, prefixed by @samp{0b} or
@samp{0B}. This is particularly useful in environments that operate a
lot on the bit-level (like microcontrollers).
The following statements are identical:
@smallexample
i = 42;
i = 0x2a;
i = 052;
i = 0b101010;
@end smallexample
The type of these constants follows the same rules as for octal or
hexadecimal integer constants, so suffixes like @samp{L} or @samp{UL}
can be applied.
@node C++ Extensions
@chapter Extensions to the C++ Language
@cindex extensions, C++ language

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@ -188,6 +188,11 @@ cpp_classify_number (cpp_reader *pfile, const cpp_token *token)
radix = 16;
str++;
}
else if ((*str == 'b' || *str == 'B') && (str[1] == '0' || str[1] == '1'))
{
radix = 2;
str++;
}
}
/* Now scan for a well-formed integer or float. */
@ -226,10 +231,22 @@ cpp_classify_number (cpp_reader *pfile, const cpp_token *token)
radix = 10;
if (max_digit >= radix)
SYNTAX_ERROR2 ("invalid digit \"%c\" in octal constant", '0' + max_digit);
{
if (radix == 2)
SYNTAX_ERROR2 ("invalid digit \"%c\" in binary constant", '0' + max_digit);
else
SYNTAX_ERROR2 ("invalid digit \"%c\" in octal constant", '0' + max_digit);
}
if (float_flag != NOT_FLOAT)
{
if (radix == 2)
{
cpp_error (pfile, CPP_DL_ERROR,
"invalid prefix \"0b\" for floating constant");
return CPP_N_INVALID;
}
if (radix == 16 && CPP_PEDANTIC (pfile) && !CPP_OPTION (pfile, c99))
cpp_error (pfile, CPP_DL_PEDWARN,
"use of C99 hexadecimal floating constant");
@ -321,11 +338,16 @@ cpp_classify_number (cpp_reader *pfile, const cpp_token *token)
if ((result & CPP_N_IMAGINARY) && CPP_PEDANTIC (pfile))
cpp_error (pfile, CPP_DL_PEDWARN,
"imaginary constants are a GCC extension");
if (radix == 2 && CPP_PEDANTIC (pfile))
cpp_error (pfile, CPP_DL_PEDWARN,
"binary constants are a GCC extension");
if (radix == 10)
result |= CPP_N_DECIMAL;
else if (radix == 16)
result |= CPP_N_HEX;
else if (radix == 2)
result |= CPP_N_BINARY;
else
result |= CPP_N_OCTAL;
@ -376,6 +398,11 @@ cpp_interpret_integer (cpp_reader *pfile, const cpp_token *token,
base = 16;
p += 2;
}
else if ((type & CPP_N_RADIX) == CPP_N_BINARY)
{
base = 2;
p += 2;
}
/* We can add a digit to numbers strictly less than this without
needing the precision and slowness of double integers. */
@ -431,12 +458,25 @@ static cpp_num
append_digit (cpp_num num, int digit, int base, size_t precision)
{
cpp_num result;
unsigned int shift = 3 + (base == 16);
unsigned int shift;
bool overflow;
cpp_num_part add_high, add_low;
/* Multiply by 8 or 16. Catching this overflow here means we don't
/* Multiply by 2, 8 or 16. Catching this overflow here means we don't
need to worry about add_high overflowing. */
switch (base)
{
case 2:
shift = 1;
break;
case 16:
shift = 4;
break;
default:
shift = 3;
}
overflow = !!(num.high >> (PART_PRECISION - shift));
result.high = num.high << shift;
result.low = num.low << shift;

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@ -745,6 +745,7 @@ struct cpp_num
#define CPP_N_DECIMAL 0x0100
#define CPP_N_HEX 0x0200
#define CPP_N_OCTAL 0x0400
#define CPP_N_BINARY 0x0800
#define CPP_N_UNSIGNED 0x1000 /* Properties. */
#define CPP_N_IMAGINARY 0x2000