#define SIGNBIT 0x80000000L
#define HIDDEN (1L << 23L)
#define SIGN(fp) ((fp) & SIGNBIT)
+#define EXPMASK 0xFFL
#define EXP(fp) (((fp) >> 23L) & 0xFF)
#define MANT(fp) (((fp) & 0x7FFFFFL) | HIDDEN)
#define PACK(s,e,m) ((s) | ((e) << 23L) | (m))
mant &= ~HIDDEN;
}
exp = exp - EXCESS + EXCESSD;
+ /* Handle inf and NaN */
+ if (exp == EXPMASK - EXCESS + EXCESSD)
+ exp = EXPDMASK;
dl.l.upper |= exp << 20;
dl.l.upper |= mant >> 3;
dl.l.lower = mant << 29;
/* shift double mantissa 6 bits so we can round */
sticky |= mant & ((1 << 6) - 1);
mant >>= 6;
-
- /* Check for underflow and denormals. */
- if (exp <= 0)
+ if (exp == EXPDMASK - EXCESSD + EXCESS)
+ {
+ exp = EXPMASK;
+ mant = mant >> 1 | (mant & 1) | !!sticky;
+ }
+ else
{
- if (exp < -24)
+ /* Check for underflow and denormals. */
+ if (exp <= 0)
{
- sticky |= mant;
- mant = 0;
+ if (exp < -24)
+ {
+ sticky |= mant;
+ mant = 0;
+ }
+ else
+ {
+ sticky |= mant & ((1 << (1 - exp)) - 1);
+ mant >>= 1 - exp;
+ }
+ exp = 0;
}
- else
+
+ /* now round */
+ shift = 1;
+ if ((mant & 1) && (sticky || (mant & 2)))
{
- sticky |= mant & ((1 << (1 - exp)) - 1);
- mant >>= 1 - exp;
- }
- exp = 0;
- }
-
- /* now round */
- shift = 1;
- if ((mant & 1) && (sticky || (mant & 2)))
- {
- int rounding = exp ? 2 : 1;
+ int rounding = exp ? 2 : 1;
- mant += 1;
+ mant += 1;
- /* did the round overflow? */
- if (mant >= (HIDDEN << rounding))
+ /* did the round overflow? */
+ if (mant >= (HIDDEN << rounding))
+ {
+ exp++;
+ shift = rounding;
+ }
+ }
+ /* shift down */
+ mant >>= shift;
+ if (exp >= EXPMASK)
{
- exp++;
- shift = rounding;
+ exp = EXPMASK;
+ mant = 0;
}
}
- /* shift down */
- mant >>= shift;
mant &= ~HIDDEN;
}
exp = EXPD (dl) - EXCESSD + EXCESSX;
+ /* Check for underflow and denormals. */
+ if (exp < 0)
+ {
+ if (exp < -53)
+ {
+ ldl.l.middle = 0;
+ ldl.l.lower = 0;
+ }
+ else if (exp < -30)
+ {
+ ldl.l.lower = (ldl.l.middle & MANTXMASK) >> ((1 - exp) - 32);
+ ldl.l.middle &= ~MANTXMASK;
+ }
+ else
+ {
+ ldl.l.lower >>= 1 - exp;
+ ldl.l.lower |= (ldl.l.middle & MANTXMASK) << (32 - (1 - exp));
+ ldl.l.middle = (ldl.l.middle & ~MANTXMASK) | (ldl.l.middle & MANTXMASK >> (1 - exp));
+ }
+ exp = 0;
+ }
+ /* Handle inf and NaN */
+ if (exp == EXPDMASK - EXCESSD + EXCESSX)
+ exp = EXPXMASK;
ldl.l.upper |= exp << 16;
ldl.l.middle = HIDDENX;
/* 31-20: # mantissa bits in ldl.l.middle - # mantissa bits in dl.l.upper */
}
exp = EXPX (ldl) - EXCESSX + EXCESSD;
- /* ??? quick and dirty: keep `exp' sane */
- if (exp >= EXPDMASK)
- exp = EXPDMASK - 1;
+ /* Check for underflow and denormals. */
+ if (exp <= 0)
+ {
+ if (exp < -53)
+ {
+ ldl.l.middle = 0;
+ ldl.l.lower = 0;
+ }
+ else if (exp < -30)
+ {
+ ldl.l.lower = (ldl.l.middle & MANTXMASK) >> ((1 - exp) - 32);
+ ldl.l.middle &= ~MANTXMASK;
+ }
+ else
+ {
+ ldl.l.lower >>= 1 - exp;
+ ldl.l.lower |= (ldl.l.middle & MANTXMASK) << (32 - (1 - exp));
+ ldl.l.middle = (ldl.l.middle & ~MANTXMASK) | (ldl.l.middle & MANTXMASK >> (1 - exp));
+ }
+ exp = 0;
+ }
+ else if (exp == EXPXMASK - EXCESSX + EXCESSD)
+ {
+ exp = EXPDMASK;
+ ldl.l.middle |= ldl.l.lower;
+ }
+ else if (exp >= EXPDMASK)
+ {
+ exp = EXPDMASK;
+ ldl.l.middle = 0;
+ ldl.l.lower = 0;
+ }
dl.l.upper |= exp << (32 - (EXPDBITS + 1));
/* +1-1: add one for sign bit, but take one off for explicit-integer-bit */
dl.l.upper |= (ldl.l.middle & MANTXMASK) >> (EXPDBITS + 1 - 1);
/* convert a long double to an int */
long
-__fixxfsi (long double ld)
+__fixxfsi (long double a)
{
- long foo = __fixdfsi ((double) ld);
- return foo;
+ union long_double_long ldl;
+ long exp;
+ long l;
+
+ ldl.ld = a;
+
+ exp = EXPX (ldl);
+ if (exp == 0 && ldl.l.middle == 0 && ldl.l.lower == 0)
+ return 0;
+
+ exp = exp - EXCESSX - 63;
+
+ if (exp > 0)
+ {
+ /* Return largest integer. */
+ return SIGNX (ldl) ? 0x80000000L : 0x7fffffffL;
+ }
+
+ if (exp <= -64)
+ return 0;
+
+ if (exp <= -32)
+ {
+ ldl.l.lower = ldl.l.middle >> (-exp - 32);
+ }
+ else if (exp < 0)
+ {
+ ldl.l.lower = ldl.l.lower >> -exp;
+ ldl.l.lower |= ldl.l.middle << (32 + exp);
+ }
+
+ return SIGNX (ldl) ? -ldl.l.lower : ldl.l.lower;
}
/* The remaining provide crude math support by working in double precision. */