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https://git.planet-casio.com/Vhex-Kernel-Core/fxlibc.git
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stdlib: add and test strtold (DONE)
The method is rather naive - digits read as an integer, then multipled by a power of 10 or 2. This does not always give exact results, but it's close enough for now. A stub support for long double larger than 64 bits is provided.
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3 changed files with 196 additions and 1 deletions
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@ -121,6 +121,7 @@ set(SOURCES
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src/libc/stdlib/reallocarray.c
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src/libc/stdlib/reallocarray.c
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src/libc/stdlib/strto_int.c
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src/libc/stdlib/strto_int.c
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src/libc/stdlib/strtol.c
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src/libc/stdlib/strtol.c
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src/libc/stdlib/strtold.c
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src/libc/stdlib/strtoll.c
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src/libc/stdlib/strtoll.c
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src/libc/stdlib/strtoul.c
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src/libc/stdlib/strtoul.c
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src/libc/stdlib/strtoull.c
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src/libc/stdlib/strtoull.c
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3
STATUS
3
STATUS
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@ -89,7 +89,8 @@ DONE: Function/symbol/macro is defined, builds, links, and is tested
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7.20 <stdlib.h>
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7.20 <stdlib.h>
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! 7.20.1.1 atof: TODO
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! 7.20.1.1 atof: TODO
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7.20.1.2 atoi, atol, atoll: DONE
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7.20.1.2 atoi, atol, atoll: DONE
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! 7.20.1.3 strtod, strtof, strtold: TODO
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! 7.20.1.3 strtod, strtof: TODO
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strtold: DONE
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7.20.1.4 strtol, strtoul, strtoll, strtoull: DONE
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7.20.1.4 strtol, strtoul, strtoll, strtoull: DONE
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! 7.20.2 Pseudo-random sequence generation functions: TODO
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! 7.20.2 Pseudo-random sequence generation functions: TODO
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! 7.20.3 Memory management functions: TODO (check existing code first)
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! 7.20.3 Memory management functions: TODO (check existing code first)
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193
src/libc/stdlib/strtold.c
Normal file
193
src/libc/stdlib/strtold.c
Normal file
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@ -0,0 +1,193 @@
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#include <stdlib.h>
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#include <stdbool.h>
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#include <float.h>
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#include <fenv.h>
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#include <math.h>
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#include <string.h>
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#include <errno.h>
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#include <ctype.h>
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/*
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** In the following conversions, the significant digits are represented in an
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** integer and multiplied at the last moment by a suitable power of 10 (decimal
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** representation) or 2 (hexadecimal representation). An integer of a suitable
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** size needs to be used; that size is the size of the long double type.
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**
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** TODO: vhex-x86: Using 128-bit long double is untested!
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*/
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#if __SIZEOF_LONG_DOUBLE__ == 8
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# define SIGNIFICAND_TYPE uint64_t
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# define SIGNIFICAND_DIGITS 17
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#elif __SIZEOF_LONG_DOUBLE__ <= 16
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# define SIGNIFICAND_TYPE unsigned __int128
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# define SIGNIFICAND_DIGITS 38
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#else
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# error long double larger than 128 bits is not supported
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#endif
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/* Basically strncasecmp. */
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static int ncasecmp(char const *left, char const *right, size_t n)
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{
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for(size_t i = 0; i < n; i++) {
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int diff = tolower(left[i]) - tolower(right[i]);
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if(diff) return diff;
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}
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return 0;
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}
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/*
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** Parse digits and exponent into integers, in decimal or hexadecimal notation.
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**
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** -> In decimal notation; we read up to 19 (64-bit) or 38 (128-bit) digits,
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* which is enough to fill the mantissa of a long double, and later multiply
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** the digits by a power of 10. The main approximation is the power of 10.
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**
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** -> In hexadecimal notation, we read as many bits as the mantissa of a long
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** double, then later multiply by a power of 2. There are no approximations.
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*/
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static void parse_digits(char const * restrict *ptr0, bool *valid,
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SIGNIFICAND_TYPE *digits, long *exponent, bool hexadecimal)
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{
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char const *ptr = *ptr0;
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bool dot_found = false;
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int digits_found = 0;
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*digits = 0;
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*exponent = 0;
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int max_digits = hexadecimal ? LDBL_MANT_DIG / 4 : SIGNIFICAND_DIGITS;
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/* TODO: locale: use a locale-aware decimal separator */
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int dot_character = '.';
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int exp_character = (hexadecimal ? 'p' : 'e');
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for(int i = 0; isdigit(*ptr) || (hexadecimal && isxdigit(*ptr))
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|| *ptr == dot_character; i++, ptr++) {
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/* Allow only one dot in the string, stop at the second one */
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if(*ptr == dot_character && dot_found) break;
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if(*ptr == dot_character) {
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dot_found = true;
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continue;
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}
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/* Count digits only until SIGNIFICAND_DIGITS */
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if(digits_found < max_digits) {
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if(hexadecimal) {
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int v = *ptr - '0';
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if(!isdigit(*ptr)) v = tolower(*ptr)-'a'+10;
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*digits = (*digits << 4) + v;
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}
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else {
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*digits = (*digits * 10) + (*ptr - '0');
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}
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}
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else (*exponent)++;
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if(dot_found) (*exponent)--;
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/* But also round at the first discarded one */
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if(digits_found == max_digits && *ptr >= '5')
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(*digits)++;
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digits_found++;
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}
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/* Require at least one digit to be present; if not, the whole string
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is considered invalid */
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if(!digits_found) {
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*valid = false;
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return;
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}
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/* In hexadecimal, each character is worth 4 bits of exponent */
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if(hexadecimal) (*exponent) *= 4;
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/* Parse exponent */
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if(tolower(*ptr) == exp_character) {
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char *end;
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long e = strtol(ptr + 1, &end, 10);
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/* If an integer cannot be parsed, ignore the 'e...' part */
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if(end != ptr + 1) {
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ptr = end;
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*exponent += e;
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}
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}
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*ptr0 = ptr;
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*valid = true;
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}
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long double strtold(char const * restrict ptr, char ** restrict endptr)
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{
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/* Save the value of ptr in endptr, in case format is invalid */
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if(endptr) *endptr = (char *)ptr;
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/* Skip initial whitespace */
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while(isspace(*ptr)) ptr++;
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/* Read optional sign */
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bool negative = false;
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if(*ptr == '-') negative = true;
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if(*ptr == '-' || *ptr == '+') ptr++;
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/* Result variable */
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bool valid = true;
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long double x = 0.0;
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/* NaN possibly with an argument */
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if(!ncasecmp(ptr, "nan", 3)) {
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if(ptr[3] == '(') {
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x = __builtin_nanl(ptr+4);
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while(*ptr != ')') ptr++;
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}
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else {
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x = __builtin_nanl("");
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ptr += 3;
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}
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}
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/* Infinity */
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else if(!ncasecmp(ptr, "infinity", 8)) {
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x = __builtin_infl();
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ptr += 8;
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}
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else if(!ncasecmp(ptr, "inf", 3)) {
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x = __builtin_infl();
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ptr += 3;
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}
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else {
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SIGNIFICAND_TYPE digits = 0;
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long exponent = 0;
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if(ptr[0] == '0' && tolower(ptr[1]) == 'x') {
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ptr += 2;
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parse_digits(&ptr, &valid, &digits, &exponent, true);
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x = (long double)digits * exp2(exponent);
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}
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else {
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parse_digits(&ptr, &valid, &digits, &exponent, false);
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x = (long double)digits * powl(10, exponent);
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}
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/*
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** Detect overflow, somewhat. Implementation is not required to
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** set errno on underflow, which makes things much easier for
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** us as underflow gives 0 (7.20.1.3§10).
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*/
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if(x == HUGE_VALL) {
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errno = ERANGE;
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}
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}
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/* Apply sign; this method is allowed by 7.20.1.3§4.249 */
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if(negative) x = -x;
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/* Save the result pointer */
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if(endptr && valid) *endptr = (char *)ptr;
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return x;
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}
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