s_erfl.s

glibc 2.9,最新版的C语言库函数

};;

{ .mfi
      add            rAddr1      = rDataPtr, rOffset // Get address for 
                                                     // interval data 
      nop.f          0
      shl            rTailAddOffset = rInterval, 5 // Offset to interval
                                                   // "tail" data 
}
{ .mib
      add            rAddr2      = rShiftedDataPtr, rOffset // Get second
                                                 // address for interval data 
(p7)  cmp.leu        p11, p0     = rSaturation, rArgSig // if arg is 
                                                        // in [6.53;8] interval
(p11) br.cond.spnt   _saturation // Branch to Saturation path
};;

{ .mmi
      ldfe           fA3         = [rAddr1], 0x90 // Load A3
      ldfpd          fA2H, fA2L  = [rAddr2], 16 // Load A2High, A2Low
      add            rTailOffset = rTailOffset, rTailAddOffset // "Tail" offset
};;

{ .mmi
      ldfe           fA20        = [rAddr1], 16 // Load A20
      ldfpd          fA1H, fA1L  = [rAddr2], 16 // Load A1High, A1Low
(p8)  adds           rTailOffset = 0x140, rTailOffset // Additional offset
                                                      //  for [3.24;4] interval
};;

{ .mmi
      ldfe           fA19        = [rAddr1], 16 // Load A19
      ldfpd          fA0H, fA0L  = [rAddr2], 16 // Load A0High, A0Low
      add            rTailAddr1  = rTailDataPtr, rTailOffset // First tail
                                                             // data address
};;

.pred.rel "mutex",p8,p10
{ .mfi
      ldfe           fA18        = [rAddr1], 16 // Load A18
(p8)  fms.s1         fArgAbsNorm = fArgAbsNorm, f1, f2p0 // Add 2.0 
                          // to normalized arg (for [3.24;4] interval)
      adds           rTailAddr2  = 0x10, rTailAddr1  // First tail
                                                     // data address
}
{ .mfi
      ldfe           fA25        = [rAddr2], 16 // Load A25 
(p10) fms.s1         fArgAbsNorm = fArgAbsNorm, f1, f1p5  // Add 1.5 
                                                // to normalized arg
      nop.i          0
};;

{ .mmi
      ldfe           fA17        = [rAddr1], 16 // Load A17
      ldfe           fA24        = [rAddr2], 16 // Load A24
      nop.i          0
};;

{ .mmi
      ldfe           fA16        = [rAddr1], 16 // Load A16
      ldfe           fA23        = [rAddr2], 16 // Load A23
      nop.i          0
};;

{ .mmi
      ldfe           fA15        = [rAddr1], 16 // Load A15
      ldfe           fA22        = [rAddr2], 16 // Load A22
      nop.i          0
};;

{ .mmi
      ldfe           fA14        = [rAddr1], 16 // Load A14
      ldfe           fA21        = [rAddr2], 16 // Load A21
      nop.i          0
};;

{ .mfi
      ldfe           fA13        = [rTailAddr1], 32              // Load A13
      fms.s1         fArgAbsNorm2 = fArgAbsNorm, fArgAbsNorm, f0 // x^2
      nop.i          0
}
{ .mfi
      ldfe           fA12        = [rTailAddr2], 32 // Load A12
      nop.f          0
      nop.i          0
};;

{ .mfi
      ldfe           fA11        = [rTailAddr1], 32       // Load A11
      fma.s1         fRes3H      = fA3, fArgAbsNorm, fA2H // (A3*x+A2)*x^2
      nop.i          0
}
{ .mfi
      ldfe           fA10        = [rTailAddr2], 32     // Load A10
      fma.s1         fTH         = fA3, fArgAbsNorm, f0 // (A3*x+A2)*x^2
      nop.i          0
};;

{ .mfi
      ldfe           fA9         = [rTailAddr1], 32 // Load A9
      fma.s1         fTT2        = fA1L, fArgAbsNorm, f0 // A1*x+A0
      nop.i          0
}
{ .mfi
      ldfe           fA8         = [rTailAddr2], 32 // Load A8
      nop.f          0
      nop.i          0
};;

{ .mmi
      ldfe           fA7         = [rTailAddr1], 32 // Load A7
      ldfe           fA6         = [rTailAddr2], 32 // Load A6
      nop.i          0
};;

{ .mmi
      ldfe           fA5         = [rTailAddr1], 32 // Load A5
      ldfe           fA4         = [rTailAddr2], 32 // Load A4
      nop.i          0
};;

{ .mfi
      nop.m          0
      fms.s1         fArgAbsNorm2L = fArgAbsNorm, fArgAbsNorm, fArgAbsNorm2
                                                    // Low part of x^2 (delta)
      nop.i          0
}
{ .mfi
      nop.m          0
      fms.s1         fArgAbsNorm4  = fArgAbsNorm2, fArgAbsNorm2, f0 // x^4
      nop.i          0
};;

{ .mfi
      nop.m          0
      fms.s1         fRes3L      = fA2H, f1, fRes3H // // (A3*x+A2)*x^2
      nop.i          0
};;

{ .mfi
      nop.m          0
      fms.s1         fArgAbsNorm3 = fArgAbsNorm2, fArgAbsNorm, f0 // x^3
      nop.i          0
}
{ .mfi
      nop.m          0
      fma.s1         fTH2        = fA1H, fArgAbsNorm, fTT2 // A1*x+A0
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA23        = fA24,  fArgAbsNorm, fA23 // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA21        = fA22,  fArgAbsNorm, fA21 // Polynomial tail 
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA12        = fA13,  fArgAbsNorm, fA12 // Polynomial tail
      nop.i          0
}
;;

{ .mfi
      nop.m          0
      fma.s1         fRes3L      = fRes3L, f1, fTH // (A3*x+A2)*x^2
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA19        = fA20,  fArgAbsNorm, fA19 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fRes1H      = fTH2, f1, fA0H // A1*x+A0
      nop.i          0
}
{ .mfi 
      nop.m          0
      fms.s1         fTL2        = fA1H, fArgAbsNorm, fTH2 // A1*x+A0
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA8         = fA9,  fArgAbsNorm, fA8 // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA10        = fA11,  fArgAbsNorm, fA10 // Polynomial tail
      nop.i          0
};;
{ .mfi
      nop.m          0
      fma.s1         fA15        = fA16,  fArgAbsNorm, fA15 // Polynomial tail
      nop.i          0
}
{ .mfi
      nop.m          0
      fma.s1         fA17        = fA18,  fArgAbsNorm, fA17 // Polynomial tail
      nop.i          0
};;
{ .mfi
      nop.m          0
      fms.s1         fArgAbsNorm11 = fArgAbsNorm4, fArgAbsNorm4, f0 // x^8
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA4         = fA5,  fArgAbsNorm, fA4 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fRes3L      = fRes3L, f1, fA2L // (A3*x+A2)*x^2
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA6         = fA7,  fArgAbsNorm, fA6 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fTL2        = fTL2, f1, fTT2 // A1*x+A0
      nop.i          0
}
{ .mfi 
      nop.m          0
      fms.s1         fRes1L      = fA0H, f1, fRes1H // A1*x+A0
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA23        = fA25,  fArgAbsNorm2, fA23 // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA12        = fA14,  fArgAbsNorm2, fA12 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA19        = fA21,  fArgAbsNorm2, fA19  // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA8         = fA10,  fArgAbsNorm2, fA8 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA15        = fA17,  fArgAbsNorm2, fA15 // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fms.s1         fArgAbsNorm11 = fArgAbsNorm11, fArgAbsNorm3, f0 // x^11
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fTT         = fRes3L, fArgAbsNorm2, f0 // (A3*x+A2)*x^2
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA4         = fA6,  fArgAbsNorm2, fA4 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fRes1L      = fRes1L, f1, fTH2 // A1*x+A0
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fA19        = fA23,  fArgAbsNorm4, fA19 // Polynomial tail
      nop.i          0
}
{ .mfi 
      nop.m          0
      fma.s1         fA8         = fA12,  fArgAbsNorm4, fA8 // Polynomial tail
      nop.i          0
};;

{ .mfi
      nop.m          0
      fma.s1         fTT         = fRes3H, fArgAbsNorm2L, fTT // (A3*x+A2)*x^2
      nop.i          0
};;

{ .mfi