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/* Define builtin-in macros for the C family front ends.
   Copyright (C) 2002, 2003, 2004 Free Software Foundation, Inc.

This file is part of GCC.

GCC is free software; you can redistribute it and/or modify it under
the terms of the GNU General Public License as published by the Free
Software Foundation; either version 2, or (at your option) any later
version.

GCC is distributed in the hope that it will be useful, but WITHOUT ANY
WARRANTY; without even the implied warranty of MERCHANTABILITY or
FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
for more details.

You should have received a copy of the GNU General Public License
along with GCC; see the file COPYING.  If not, write to the Free
Software Foundation, 59 Temple Place - Suite 330, Boston, MA
02111-1307, USA.  */

#include "config.h"
#include "system.h"
#include "coretypes.h"
#include "tm.h"
#include "tree.h"
#include "version.h"
#include "flags.h"
#include "real.h"
#include "c-common.h"
#include "c-pragma.h"
#include "output.h"
#include "except.h"		/* For USING_SJLJ_EXCEPTIONS.  */
#include "toplev.h"
#include "tm_p.h"		/* Target prototypes.  */
#include "target.h"

#ifndef TARGET_OS_CPP_BUILTINS
# define TARGET_OS_CPP_BUILTINS()
#endif

#ifndef TARGET_OBJFMT_CPP_BUILTINS
# define TARGET_OBJFMT_CPP_BUILTINS()
#endif

#ifndef REGISTER_PREFIX
#define REGISTER_PREFIX ""
#endif

/* Non-static as some targets don't use it.  */
void builtin_define_std (const char *) ATTRIBUTE_UNUSED;
static void builtin_define_with_value_n (const char *, const char *,
					 size_t);
static void builtin_define_with_int_value (const char *, HOST_WIDE_INT);
static void builtin_define_with_hex_fp_value (const char *, tree,
					      int, const char *,
					      const char *);
static void builtin_define_stdint_macros (void);
static void builtin_define_type_max (const char *, tree, int);
static void builtin_define_type_precision (const char *, tree);
static void builtin_define_float_constants (const char *, const char *,
					    tree);
static void define__GNUC__ (void);

/* Define NAME with value TYPE precision.  */
static void
builtin_define_type_precision (const char *name, tree type)
{
  builtin_define_with_int_value (name, TYPE_PRECISION (type));
}

/* Define the float.h constants for TYPE using NAME_PREFIX and FP_SUFFIX.  */
static void
builtin_define_float_constants (const char *name_prefix, const char *fp_suffix, tree type)
{
  /* Used to convert radix-based values to base 10 values in several cases.

     In the max_exp -> max_10_exp conversion for 128-bit IEEE, we need at
     least 6 significant digits for correct results.  Using the fraction
     formed by (log(2)*1e6)/(log(10)*1e6) overflows a 32-bit integer as an
     intermediate; perhaps someone can find a better approximation, in the
     mean time, I suspect using doubles won't harm the bootstrap here.  */

  const double log10_2 = .30102999566398119521;
  double log10_b;
  const struct real_format *fmt;

  char name[64], buf[128];
  int dig, min_10_exp, max_10_exp;
  int decimal_dig;

  fmt = REAL_MODE_FORMAT (TYPE_MODE (type));

  /* The radix of the exponent representation.  */
  if (type == float_type_node)
    builtin_define_with_int_value ("__FLT_RADIX__", fmt->b);
  log10_b = log10_2 * fmt->log2_b;

  /* The number of radix digits, p, in the floating-point significand.  */
  sprintf (name, "__%s_MANT_DIG__", name_prefix);
  builtin_define_with_int_value (name, fmt->p);

  /* The number of decimal digits, q, such that any floating-point number
     with q decimal digits can be rounded into a floating-point number with
     p radix b digits and back again without change to the q decimal digits,

	p log10 b			if b is a power of 10
	floor((p - 1) log10 b)		otherwise
  */
  dig = (fmt->p - 1) * log10_b;
  sprintf (name, "__%s_DIG__", name_prefix);
  builtin_define_with_int_value (name, dig);

  /* The minimum negative int x such that b**(x-1) is a normalized float.  */
  sprintf (name, "__%s_MIN_EXP__", name_prefix);
  sprintf (buf, "(%d)", fmt->emin);
  builtin_define_with_value (name, buf, 0);

  /* The minimum negative int x such that 10**x is a normalized float,

	  ceil (log10 (b ** (emin - 1)))
	= ceil (log10 (b) * (emin - 1))

     Recall that emin is negative, so the integer truncation calculates
     the ceiling, not the floor, in this case.  */
  min_10_exp = (fmt->emin - 1) * log10_b;
  sprintf (name, "__%s_MIN_10_EXP__", name_prefix);
  sprintf (buf, "(%d)", min_10_exp);
  builtin_define_with_value (name, buf, 0);

  /* The maximum int x such that b**(x-1) is a representable float.  */
  sprintf (name, "__%s_MAX_EXP__", name_prefix);
  builtin_define_with_int_value (name, fmt->emax);

  /* The maximum int x such that 10**x is in the range of representable
     finite floating-point numbers,

	  floor (log10((1 - b**-p) * b**emax))
	= floor (log10(1 - b**-p) + log10(b**emax))
	= floor (log10(1 - b**-p) + log10(b)*emax)

     The safest thing to do here is to just compute this number.  But since
     we don't link cc1 with libm, we cannot.  We could implement log10 here
     a series expansion, but that seems too much effort because:

     Note that the first term, for all extant p, is a number exceedingly close
     to zero, but slightly negative.  Note that the second term is an integer
     scaling an irrational number, and that because of the floor we are only
     interested in its integral portion.

     In order for the first term to have any effect on the integral portion
     of the second term, the second term has to be exceedingly close to an
     integer itself (e.g. 123.000000000001 or something).  Getting a result
     that close to an integer requires that the irrational multiplicand have
     a long series of zeros in its expansion, which doesn't occur in the
     first 20 digits or so of log10(b).

     Hand-waving aside, crunching all of the sets of constants above by hand
     does not yield a case for which the first term is significant, which
     in the end is all that matters.  */
  max_10_exp = fmt->emax * log10_b;
  sprintf (name, "__%s_MAX_10_EXP__", name_prefix);
  builtin_define_with_int_value (name, max_10_exp);

  /* The number of decimal digits, n, such that any floating-point number
     can be rounded to n decimal digits and back again without change to
     the value.

	p * log10(b)			if b is a power of 10
	ceil(1 + p * log10(b))		otherwise

     The only macro we care about is this number for the widest supported
     floating type, but we want this value for rendering constants below.  */
  {
    double d_decimal_dig = 1 + fmt->p * log10_b;
    decimal_dig = d_decimal_dig;
    if (decimal_dig < d_decimal_dig)
      decimal_dig++;
  }
  if (type == long_double_type_node)
    builtin_define_with_int_value ("__DECIMAL_DIG__", decimal_dig);

  /* Since, for the supported formats, B is always a power of 2, we
     construct the following numbers directly as a hexadecimal
     constants.  */

  /* The maximum representable finite floating-point number,
     (1 - b**-p) * b**emax  */
  {
    int i, n;
    char *p;

    strcpy (buf, "0x0.");
    n = fmt->p * fmt->log2_b;
    for (i = 0, p = buf + 4; i + 3 < n; i += 4)
      *p++ = 'f';
    if (i < n)
      *p++ = "08ce"[n - i];
    sprintf (p, "p%d", fmt->emax * fmt->log2_b);
    if (fmt->pnan < fmt->p)
      {
	/* This is an IBM extended double format made up of two IEEE
	   doubles.  The value of the long double is the sum of the
	   values of the two parts.  The most significant part is
	   required to be the value of the long double rounded to the
	   nearest double.  Rounding means we need a slightly smaller
	   value for LDBL_MAX.  */
	buf[4 + fmt->pnan / 4] = "7bde"[fmt->pnan % 4];
      }
  }
  sprintf (name, "__%s_MAX__", name_prefix);
  builtin_define_with_hex_fp_value (name, type, decimal_dig, buf, fp_suffix);

  /* The minimum normalized positive floating-point number,
     b**(emin-1).  */
  sprintf (name, "__%s_MIN__", name_prefix);
  sprintf (buf, "0x1p%d", (fmt->emin - 1) * fmt->log2_b);
  builtin_define_with_hex_fp_value (name, type, decimal_dig, buf, fp_suffix);

  /* The difference between 1 and the least value greater than 1 that is
     representable in the given floating point type, b**(1-p).  */
  sprintf (name, "__%s_EPSILON__", name_prefix);
  sprintf (buf, "0x1p%d", (1 - fmt->p) * fmt->log2_b);
  builtin_define_with_hex_fp_value (name, type, decimal_dig, buf, fp_suffix);

  /* For C++ std::numeric_limits<T>::denorm_min.  The minimum denormalized
     positive floating-point number, b**(emin-p).  Zero for formats that
     don't support denormals.  */
  sprintf (name, "__%s_DENORM_MIN__", name_prefix);
  if (fmt->has_denorm)
    {
      sprintf (buf, "0x1p%d", (fmt->emin - fmt->p) * fmt->log2_b);
      builtin_define_with_hex_fp_value (name, type, decimal_dig,
					buf, fp_suffix);
    }
  else
    {
      sprintf (buf, "0.0%s", fp_suffix);
      builtin_define_with_value (name, buf, 0);
    }

  /* For C++ std::numeric_limits<T>::has_infinity.  */
  sprintf (name, "__%s_HAS_INFINITY__", name_prefix);
  builtin_define_with_int_value (name,
				 MODE_HAS_INFINITIES (TYPE_MODE (type)));
  /* For C++ std::numeric_limits<T>::has_quiet_NaN.  We do not have a
     predicate to distinguish a target that has both quiet and
     signalling NaNs from a target that has only quiet NaNs or only
     signalling NaNs, so we assume that a target that has any kind of
     NaN has quiet NaNs.  */
  sprintf (name, "__%s_HAS_QUIET_NAN__", name_prefix);
  builtin_define_with_int_value (name, MODE_HAS_NANS (TYPE_MODE (type)));
}

/* Define __GNUC__, __GNUC_MINOR__ and __GNUC_PATCHLEVEL__.  */
static void
define__GNUC__ (void)
{
  /* The format of the version string, enforced below, is
     ([^0-9]*-)?[0-9]+[.][0-9]+([.][0-9]+)?([- ].*)?  */
  const char *q, *v = version_string;

  while (*v && !ISDIGIT (*v))
    v++;
  gcc_assert (*v && (v <= version_string || v[-1] == '-'));

  q = v;
  while (ISDIGIT (*v))
    v++;
  builtin_define_with_value_n ("__GNUC__", q, v - q);
  if (c_dialect_cxx ())
    builtin_define_with_value_n ("__GNUG__", q, v - q);

  gcc_assert (*v == '.' || ISDIGIT (v[1]));
  
  q = ++v;
  while (ISDIGIT (*v))
    v++;
  builtin_define_with_value_n ("__GNUC_MINOR__", q, v - q);

  if (*v == '.')
    {
      gcc_assert (ISDIGIT (v[1]));
      q = ++v;
      while (ISDIGIT (*v))
	v++;
      builtin_define_with_value_n ("__GNUC_PATCHLEVEL__", q, v - q);
    }
  else
    builtin_define_with_value_n ("__GNUC_PATCHLEVEL__", "0", 1);

  gcc_assert (!*v || *v == ' ' || *v == '-');
}

/* Define macros used by <stdint.h>.  Currently only defines limits
   for intmax_t, used by the testsuite.  */
static void
builtin_define_stdint_macros (void)
{
  int intmax_long;
  if (intmax_type_node == long_long_integer_type_node)
    intmax_long = 2;
  else if (intmax_type_node == long_integer_type_node)
    intmax_long = 1;
  else if (intmax_type_node == integer_type_node)
    intmax_long = 0;
  else
    gcc_unreachable ();
  builtin_define_type_max ("__INTMAX_MAX__", intmax_type_node, intmax_long);
}

/* Hook that registers front end and target-specific built-ins.  */
void
c_cpp_builtins (cpp_reader *pfile)
{
  /* -undef turns off target-specific built-ins.  */
  if (flag_undef)
    return;

  define__GNUC__ ();

  /* For stddef.h.  They require macros defined in c-common.c.  */
  c_stddef_cpp_builtins ();

  if (c_dialect_cxx ())
    {
      if (SUPPORTS_ONE_ONLY)
	cpp_define (pfile, "__GXX_WEAK__=1");
      else
	cpp_define (pfile, "__GXX_WEAK__=0");