00001 /******************************************************************************* 00002 ** File: rndint.c 00003 ** 00004 ** Contains: C source code for implementations of floating-point 00005 ** functions which round to integral value or format, as 00006 ** defined in header <fp.h>. In particular, this file 00007 ** contains implementations of functions rint, nearbyint, 00008 ** rinttol, round, roundtol, trunc, modf and modfl. This file 00009 ** targets PowerPC or Power platforms. 00010 ** 00011 ** Written by: A. Sazegari, Apple AltiVec Group 00012 ** Created originally by Jon Okada, Apple Numerics Group 00013 ** 00014 ** Copyright: © 1992-2001 by Apple Computer, Inc., all rights reserved 00015 ** 00016 ** Change History (most recent first): 00017 ** 00018 ** 13 Jul 01 ram replaced --setflm calls with inline assembly 00019 ** 03 Mar 01 ali first port to os x using gcc, added the crucial __setflm 00020 ** definition. 00021 ** 1. removed double_t, put in double for now. 00022 ** 2. removed iclass from nearbyint. 00023 ** 3. removed wrong comments intrunc. 00024 ** 4. 00025 ** 13 May 97 ali made performance improvements in rint, rinttol, roundtol 00026 ** and trunc by folding some of the taligent ideas into this 00027 ** implementation. nearbyint is faster than the one in taligent, 00028 ** rint is more elegant, but slower by %30 than the taligent one. 00029 ** 09 Apr 97 ali deleted modfl and deferred to AuxiliaryDD.c 00030 ** 15 Sep 94 ali Major overhaul and performance improvements of all functions. 00031 ** 20 Jul 94 PAF New faster version 00032 ** 16 Jul 93 ali Added the modfl function. 00033 ** 18 Feb 93 ali Changed the return value of fenv functions 00034 ** feclearexcept and feraiseexcept to their new 00035 ** NCEG X3J11.1/93-001 definitions. 00036 ** 16 Dec 92 JPO Removed __itrunc implementation to a 00037 ** separate file. 00038 ** 15 Dec 92 JPO Added __itrunc implementation and modified 00039 ** rinttol to include conversion from double 00040 ** to long int format. Modified roundtol to 00041 ** call __itrunc. 00042 ** 10 Dec 92 JPO Added modf (double) implementation. 00043 ** 04 Dec 92 JPO First created. 00044 ** 00045 *******************************************************************************/ 00046 00047 #include <limits.h> 00048 #include <math.h> 00049 00050 #if !defined(__ppc__) 00051 #define asm(x) 00052 #endif 00053 00054 #define SET_INVALID 0x01000000UL 00055 00056 typedef union 00057 { 00058 struct { 00059 #if defined(__BIG_ENDIAN__) 00060 unsigned long int hi; 00061 unsigned long int lo; 00062 #else 00063 unsigned long int lo; 00064 unsigned long int hi; 00065 #endif 00066 } words; 00067 double dbl; 00068 } DblInHex; 00069 00070 static const unsigned long int signMask = 0x80000000ul; 00071 static const double twoTo52 = 4503599627370496.0; 00072 static const double doubleToLong = 4503603922337792.0; // 2^52 00073 static const DblInHex Huge = {{ 0x7FF00000, 0x00000000 }}; 00074 static const DblInHex TOWARDZERO = {{ 0x00000000, 0x00000001 }}; 00075 00076 /******************************************************************************* 00077 * * 00078 * The function rint rounds its double argument to integral value * 00079 * according to the current rounding direction and returns the result in * 00080 * double format. This function signals inexact if an ordered return * 00081 * value is not equal to the operand. * 00082 * * 00083 ******************************************************************************** 00084 * * 00085 * This function calls: fabs. * 00086 * * 00087 *******************************************************************************/ 00088 00089 /******************************************************************************* 00090 * First, an elegant implementation. * 00091 ******************************************************************************** 00092 * 00093 *double rint ( double x ) 00094 * { 00095 * double y; 00096 * 00097 * y = twoTo52.fval; 00098 * 00099 * if ( fabs ( x ) >= y ) // huge case is exact 00100 * return x; 00101 * if ( x < 0 ) y = -y; // negative case 00102 * y = ( x + y ) - y; // force rounding 00103 * if ( y == 0.0 ) // zero results mirror sign of x 00104 * y = copysign ( y, x ); 00105 * return ( y ); 00106 * } 00107 ******************************************************************************** 00108 * Now a bit twidling version that is about %30 faster. * 00109 *******************************************************************************/ 00110 00111 #if defined(__ppc__) 00112 double rint ( double x ) 00113 { 00114 DblInHex argument; 00115 register double y; 00116 unsigned long int xHead; 00117 register long int target; 00118 00119 argument.dbl = x; 00120 xHead = argument.words.hi & 0x7fffffffUL; // xHead <- high half of |x| 00121 target = ( argument.words.hi < signMask ); // flags positive sign 00122 00123 if ( xHead < 0x43300000ul ) 00124 /******************************************************************************* 00125 * Is |x| < 2.0^52? * 00126 *******************************************************************************/ 00127 { 00128 if ( xHead < 0x3ff00000ul ) 00129 /******************************************************************************* 00130 * Is |x| < 1.0? * 00131 *******************************************************************************/ 00132 { 00133 if ( target ) 00134 y = ( x + twoTo52 ) - twoTo52; // round at binary point 00135 else 00136 y = ( x - twoTo52 ) + twoTo52; // round at binary point 00137 if ( y == 0.0 ) 00138 { // fix sign of zero result 00139 if ( target ) 00140 return ( 0.0 ); 00141 else 00142 return ( -0.0 ); 00143 } 00144 return y; 00145 } 00146 00147 /******************************************************************************* 00148 * Is 1.0 < |x| < 2.0^52? * 00149 *******************************************************************************/ 00150 00151 if ( target ) 00152 return ( ( x + twoTo52 ) - twoTo52 ); // round at binary pt. 00153 else 00154 return ( ( x - twoTo52 ) + twoTo52 ); 00155 } 00156 00157 /******************************************************************************* 00158 * |x| >= 2.0^52 or x is a NaN. * 00159 *******************************************************************************/ 00160 return ( x ); 00161 } 00162 #endif /* __ppc__ */ 00163 00164 /******************************************************************************* 00165 * * 00166 * The function nearbyint rounds its double argument to integral value * 00167 * according to the current rounding direction and returns the result in * 00168 * double format. This function does not signal inexact. * 00169 * * 00170 ******************************************************************************** 00171 * * 00172 * This function calls fabs and copysign. * 00173 * * 00174 *******************************************************************************/ 00175 00176 double nearbyint ( double x ) 00177 { 00178 double y; 00179 #if defined(__ppc__) 00180 double OldEnvironment; 00181 #endif /* __ppc__ */ 00182 00183 y = twoTo52; 00184 00185 asm ("mffs %0" : "=f" (OldEnvironment)); /* get the environement */ 00186 00187 if ( fabs ( x ) >= y ) /* huge case is exact */ 00188 return x; 00189 if ( x < 0 ) y = -y; /* negative case */ 00190 y = ( x + y ) - y; /* force rounding */ 00191 if ( y == 0.0 ) /* zero results mirror sign of x */ 00192 y = copysign ( y, x ); 00193 // restore old flags 00194 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment )); 00195 return ( y ); 00196 } 00197 00198 /******************************************************************************* 00199 * * 00200 * The function rinttol converts its double argument to integral value * 00201 * according to the current rounding direction and returns the result in * 00202 * long int format. This conversion signals invalid if the argument is a * 00203 * NaN or the rounded intermediate result is out of range of the * 00204 * destination long int format, and it delivers an unspecified result in * 00205 * this case. This function signals inexact if the rounded result is * 00206 * within range of the long int format but unequal to the operand. * 00207 * * 00208 *******************************************************************************/ 00209 00210 long int rinttol ( double x ) 00211 { 00212 register double y; 00213 DblInHex argument, OldEnvironment; 00214 unsigned long int xHead; 00215 register long int target; 00216 00217 argument.dbl = x; 00218 target = ( argument.words.hi < signMask ); // flag positive sign 00219 xHead = argument.words.hi & 0x7ffffffful; // high 32 bits of x 00220 00221 if ( target ) 00222 /******************************************************************************* 00223 * Sign of x is positive. * 00224 *******************************************************************************/ 00225 { 00226 if ( xHead < 0x41dffffful ) 00227 { // x is safely in long range 00228 y = ( x + twoTo52 ) - twoTo52; // round at binary point 00229 argument.dbl = y + doubleToLong; // force result into argument.words.lo 00230 return ( ( long ) argument.words.lo ); 00231 } 00232 00233 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // get environment 00234 00235 if ( xHead > 0x41dffffful ) 00236 { // x is safely out of long range 00237 OldEnvironment.words.lo |= SET_INVALID; 00238 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00239 return ( LONG_MAX ); 00240 } 00241 00242 /******************************************************************************* 00243 * x > 0.0 and may or may not be out of range of long. * 00244 *******************************************************************************/ 00245 00246 y = ( x + twoTo52 ) - twoTo52; // do rounding 00247 if ( y > ( double ) LONG_MAX ) 00248 { // out of range of long 00249 OldEnvironment.words.lo |= SET_INVALID; 00250 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00251 return ( LONG_MAX ); 00252 } 00253 argument.dbl = y + doubleToLong; // in range 00254 return ( ( long ) argument.words.lo ); // return result & flags 00255 } 00256 00257 /******************************************************************************* 00258 * Sign of x is negative. * 00259 *******************************************************************************/ 00260 if ( xHead < 0x41e00000ul ) 00261 { // x is safely in long range 00262 y = ( x - twoTo52 ) + twoTo52; 00263 argument.dbl = y + doubleToLong; 00264 return ( ( long ) argument.words.lo ); 00265 } 00266 00267 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // get environment 00268 00269 if ( xHead > 0x41e00000ul ) 00270 { // x is safely out of long range 00271 OldEnvironment.words.lo |= SET_INVALID; 00272 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00273 return ( LONG_MIN ); 00274 } 00275 00276 /******************************************************************************* 00277 * x < 0.0 and may or may not be out of range of long. * 00278 *******************************************************************************/ 00279 00280 y = ( x - twoTo52 ) + twoTo52; // do rounding 00281 if ( y < ( double ) LONG_MIN ) 00282 { // out of range of long 00283 OldEnvironment.words.lo |= SET_INVALID; 00284 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00285 return ( LONG_MIN ); 00286 } 00287 argument.dbl = y + doubleToLong; // in range 00288 return ( ( long ) argument.words.lo ); // return result & flags 00289 } 00290 00291 /******************************************************************************* 00292 * * 00293 * The function round rounds its double argument to integral value * 00294 * according to the "add half to the magnitude and truncate" rounding of * 00295 * Pascal's Round function and FORTRAN's ANINT function and returns the * 00296 * result in double format. This function signals inexact if an ordered * 00297 * return value is not equal to the operand. * 00298 * * 00299 *******************************************************************************/ 00300 00301 double round ( double x ) 00302 { 00303 DblInHex argument, OldEnvironment; 00304 register double y, z; 00305 register unsigned long int xHead; 00306 register long int target; 00307 00308 argument.dbl = x; 00309 xHead = argument.words.hi & 0x7fffffffUL; // xHead <- high half of |x| 00310 target = ( argument.words.hi < signMask ); // flag positive sign 00311 00312 if ( xHead < 0x43300000ul ) 00313 /******************************************************************************* 00314 * Is |x| < 2.0^52? * 00315 *******************************************************************************/ 00316 { 00317 if ( xHead < 0x3ff00000ul ) 00318 /******************************************************************************* 00319 * Is |x| < 1.0? * 00320 *******************************************************************************/ 00321 { 00322 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // get environment 00323 if ( xHead < 0x3fe00000ul ) 00324 /******************************************************************************* 00325 * Is |x| < 0.5? * 00326 *******************************************************************************/ 00327 { 00328 if ( ( xHead | argument.words.lo ) != 0ul ) 00329 OldEnvironment.words.lo |= 0x02000000ul; 00330 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00331 if ( target ) 00332 return ( 0.0 ); 00333 else 00334 return ( -0.0 ); 00335 } 00336 /******************************************************************************* 00337 * Is 0.5 ² |x| < 1.0? * 00338 *******************************************************************************/ 00339 OldEnvironment.words.lo |= 0x02000000ul; 00340 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00341 if ( target ) 00342 return ( 1.0 ); 00343 else 00344 return ( -1.0 ); 00345 } 00346 /******************************************************************************* 00347 * Is 1.0 < |x| < 2.0^52? * 00348 *******************************************************************************/ 00349 if ( target ) 00350 { // positive x 00351 y = ( x + twoTo52 ) - twoTo52; // round at binary point 00352 if ( y == x ) // exact case 00353 return ( x ); 00354 z = x + 0.5; // inexact case 00355 y = ( z + twoTo52 ) - twoTo52; // round at binary point 00356 if ( y > z ) 00357 return ( y - 1.0 ); 00358 else 00359 return ( y ); 00360 } 00361 00362 /******************************************************************************* 00363 * Is x < 0? * 00364 *******************************************************************************/ 00365 else 00366 { 00367 y = ( x - twoTo52 ) + twoTo52; // round at binary point 00368 if ( y == x ) 00369 return ( x ); 00370 z = x - 0.5; 00371 y = ( z - twoTo52 ) + twoTo52; // round at binary point 00372 if ( y < z ) 00373 return ( y + 1.0 ); 00374 else 00375 return ( y ); 00376 } 00377 } 00378 /******************************************************************************* 00379 * |x| >= 2.0^52 or x is a NaN. * 00380 *******************************************************************************/ 00381 return ( x ); 00382 } 00383 00384 /******************************************************************************* 00385 * * 00386 * The function roundtol converts its double argument to integral format * 00387 * according to the "add half to the magnitude and chop" rounding mode of * 00388 * Pascal's Round function and FORTRAN's NINT function. This conversion * 00389 * signals invalid if the argument is a NaN or the rounded intermediate * 00390 * result is out of range of the destination long int format, and it * 00391 * delivers an unspecified result in this case. This function signals * 00392 * inexact if the rounded result is within range of the long int format but * 00393 * unequal to the operand. * 00394 * * 00395 *******************************************************************************/ 00396 00397 long int roundtol ( double x ) 00398 { 00399 register double y, z; 00400 DblInHex argument, OldEnvironment; 00401 register unsigned long int xhi; 00402 register long int target; 00403 #if defined(__ppc__) 00404 const DblInHex kTZ = {{ 0x0, 0x1 }}; 00405 const DblInHex kUP = {{ 0x0, 0x2 }}; 00406 #endif /* __ppc__ */ 00407 00408 argument.dbl = x; 00409 xhi = argument.words.hi & 0x7ffffffful; // high 32 bits of x 00410 target = ( argument.words.hi < signMask ); // flag positive sign 00411 00412 if ( xhi > 0x41e00000ul ) 00413 /******************************************************************************* 00414 * Is x is out of long range or NaN? * 00415 *******************************************************************************/ 00416 { 00417 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // get environment 00418 OldEnvironment.words.lo |= SET_INVALID; 00419 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00420 if ( target ) // pin result 00421 return ( LONG_MAX ); 00422 else 00423 return ( LONG_MIN ); 00424 } 00425 00426 if ( target ) 00427 /******************************************************************************* 00428 * Is sign of x is "+"? * 00429 *******************************************************************************/ 00430 { 00431 if ( x < 2147483647.5 ) 00432 /******************************************************************************* 00433 * x is in the range of a long. * 00434 *******************************************************************************/ 00435 { 00436 y = ( x + doubleToLong ) - doubleToLong; // round at binary point 00437 if ( y != x ) 00438 { // inexact case 00439 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // save environment 00440 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( kTZ.dbl )); // truncate rounding 00441 z = x + 0.5; // truncate x + 0.5 00442 argument.dbl = z + doubleToLong; 00443 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00444 return ( ( long ) argument.words.lo ); 00445 } 00446 00447 argument.dbl = y + doubleToLong; // force result into argument.words.lo 00448 return ( ( long ) argument.words.lo ); // return long result 00449 } 00450 /******************************************************************************* 00451 * Rounded positive x is out of the range of a long. * 00452 *******************************************************************************/ 00453 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); 00454 OldEnvironment.words.lo |= SET_INVALID; 00455 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00456 return ( LONG_MAX ); // return pinned result 00457 } 00458 /******************************************************************************* 00459 * x < 0.0 and may or may not be out of the range of a long. * 00460 *******************************************************************************/ 00461 if ( x > -2147483648.5 ) 00462 /******************************************************************************* 00463 * x is in the range of a long. * 00464 *******************************************************************************/ 00465 { 00466 y = ( x + doubleToLong ) - doubleToLong; // round at binary point 00467 if ( y != x ) 00468 { // inexact case 00469 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); // save environment 00470 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( kUP.dbl )); // round up 00471 z = x - 0.5; // truncate x - 0.5 00472 argument.dbl = z + doubleToLong; 00473 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00474 return ( ( long ) argument.words.lo ); 00475 } 00476 00477 argument.dbl = y + doubleToLong; 00478 return ( ( long ) argument.words.lo ); // return long result 00479 } 00480 /******************************************************************************* 00481 * Rounded negative x is out of the range of a long. * 00482 *******************************************************************************/ 00483 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); 00484 OldEnvironment.words.lo |= SET_INVALID; 00485 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00486 return ( LONG_MIN ); // return pinned result 00487 } 00488 00489 /******************************************************************************* 00490 * * 00491 * The function trunc truncates its double argument to integral value * 00492 * and returns the result in double format. This function signals * 00493 * inexact if an ordered return value is not equal to the operand. * 00494 * * 00495 *******************************************************************************/ 00496 00497 double trunc ( double x ) 00498 { 00499 DblInHex argument,OldEnvironment; 00500 register double y; 00501 register unsigned long int xhi; 00502 register long int target; 00503 00504 argument.dbl = x; 00505 xhi = argument.words.hi & 0x7fffffffUL; // xhi <- high half of |x| 00506 target = ( argument.words.hi < signMask ); // flag positive sign 00507 00508 if ( xhi < 0x43300000ul ) 00509 /******************************************************************************* 00510 * Is |x| < 2.0^53? * 00511 *******************************************************************************/ 00512 { 00513 if ( xhi < 0x3ff00000ul ) 00514 /******************************************************************************* 00515 * Is |x| < 1.0? * 00516 *******************************************************************************/ 00517 { 00518 if ( ( xhi | argument.words.lo ) != 0ul ) 00519 { // raise deserved INEXACT 00520 asm ("mffs %0" : "=f" (OldEnvironment.dbl)); 00521 OldEnvironment.words.lo |= 0x02000000ul; 00522 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl )); 00523 } 00524 if ( target ) // return properly signed zero 00525 return ( 0.0 ); 00526 else 00527 return ( -0.0 ); 00528 } 00529 /******************************************************************************* 00530 * Is 1.0 < |x| < 2.0^52? * 00531 *******************************************************************************/ 00532 if ( target ) 00533 { 00534 y = ( x + twoTo52 ) - twoTo52; // round at binary point 00535 if ( y > x ) 00536 return ( y - 1.0 ); 00537 else 00538 return ( y ); 00539 } 00540 00541 else 00542 { 00543 y = ( x - twoTo52 ) + twoTo52; // round at binary point. 00544 if ( y < x ) 00545 return ( y + 1.0 ); 00546 else 00547 return ( y ); 00548 } 00549 } 00550 /******************************************************************************* 00551 * Is |x| >= 2.0^52 or x is a NaN. * 00552 *******************************************************************************/ 00553 return ( x ); 00554 } 00555 00556 /******************************************************************************* 00557 * The modf family of functions separate a floating-point number into its * 00558 * fractional and integral parts, returning the fractional part and writing * 00559 * the integral part in floating-point format to the object pointed to by a * 00560 * pointer argument. If the input argument is integral or infinite in * 00561 * value, the return value is a zero with the sign of the input argument. * 00562 * The modf family of functions raises no floating-point exceptions. older * 00563 * implemenation set the INVALID flag due to signaling NaN input. * 00564 * * 00565 *******************************************************************************/ 00566 00567 /******************************************************************************* 00568 * modf is the double implementation. * 00569 *******************************************************************************/ 00570 00571 #if defined(__ppc__) 00572 double modf ( double x, double *iptr ) 00573 { 00574 register double OldEnvironment, xtrunc; 00575 register unsigned long int xHead, signBit; 00576 DblInHex argument; 00577 00578 argument.dbl = x; 00579 xHead = argument.words.hi & 0x7ffffffful; // |x| high bit pattern 00580 signBit = ( argument.words.hi & 0x80000000ul ); // isolate sign bit 00581 if (xHead == 0x7ff81fe0) 00582 signBit = signBit | 0; 00583 00584 if ( xHead < 0x43300000ul ) 00585 /******************************************************************************* 00586 * Is |x| < 2.0^53? * 00587 *******************************************************************************/ 00588 { 00589 if ( xHead < 0x3ff00000ul ) 00590 /******************************************************************************* 00591 * Is |x| < 1.0? * 00592 *******************************************************************************/ 00593 { 00594 argument.words.hi = signBit; // truncate to zero 00595 argument.words.lo = 0ul; 00596 *iptr = argument.dbl; 00597 return ( x ); 00598 } 00599 /******************************************************************************* 00600 * Is 1.0 < |x| < 2.0^52? * 00601 *******************************************************************************/ 00602 asm ("mffs %0" : "=f" (OldEnvironment)); // save environment 00603 // round toward zero 00604 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( TOWARDZERO.dbl )); 00605 if ( signBit == 0ul ) // truncate to integer 00606 xtrunc = ( x + twoTo52 ) - twoTo52; 00607 else 00608 xtrunc = ( x - twoTo52 ) + twoTo52; 00609 // restore caller's env 00610 asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment )); 00611 *iptr = xtrunc; // store integral part 00612 if ( x != xtrunc ) // nonzero fraction 00613 return ( x - xtrunc ); 00614 else 00615 { // zero with x's sign 00616 argument.words.hi = signBit; 00617 argument.words.lo = 0ul; 00618 return ( argument.dbl ); 00619 } 00620 } 00621 00622 *iptr = x; // x is integral or NaN 00623 if ( x != x ) // NaN is returned 00624 return x; 00625 else 00626 { // zero with x's sign 00627 argument.words.hi = signBit; 00628 argument.words.lo = 0ul; 00629 return ( argument.dbl ); 00630 } 00631 } 00632 #endif /* __ppc__ */
1.4.7