mirror of
https://github.com/openssl/openssl.git
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b1322259d9
Reviewed-by: Richard Levitte <levitte@openssl.org>
327 lines
9.9 KiB
C
327 lines
9.9 KiB
C
/*
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* Copyright 2001-2016 The OpenSSL Project Authors. All Rights Reserved.
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*
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* Licensed under the OpenSSL license (the "License"). You may not use
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* this file except in compliance with the License. You can obtain a copy
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* in the file LICENSE in the source distribution or at
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* https://www.openssl.org/source/license.html
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*/
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#include <openssl/e_os2.h>
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#include <string.h>
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#include <openssl/crypto.h>
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#ifdef OPENSSL_SYS_VMS
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# if __CRTL_VER >= 70000000 && \
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(defined _POSIX_C_SOURCE || !defined _ANSI_C_SOURCE)
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# define VMS_GMTIME_OK
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# endif
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# ifndef VMS_GMTIME_OK
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# include <libdtdef.h>
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# include <lib$routines.h>
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# include <lnmdef.h>
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# include <starlet.h>
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# include <descrip.h>
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# include <stdlib.h>
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# endif /* ndef VMS_GMTIME_OK */
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#endif
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struct tm *OPENSSL_gmtime(const time_t *timer, struct tm *result)
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{
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struct tm *ts = NULL;
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#if defined(OPENSSL_THREADS) && !defined(OPENSSL_SYS_WIN32) && (!defined(OPENSSL_SYS_VMS) || defined(gmtime_r)) && !defined(OPENSSL_SYS_MACOSX)
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/*
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* should return &data, but doesn't on some systems, so we don't even
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* look at the return value
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*/
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gmtime_r(timer, result);
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ts = result;
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#elif !defined(OPENSSL_SYS_VMS) || defined(VMS_GMTIME_OK)
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ts = gmtime(timer);
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if (ts == NULL)
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return NULL;
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memcpy(result, ts, sizeof(struct tm));
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ts = result;
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#endif
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#if defined( OPENSSL_SYS_VMS) && !defined( VMS_GMTIME_OK)
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if (ts == NULL) {
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static $DESCRIPTOR(tabnam, "LNM$DCL_LOGICAL");
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static $DESCRIPTOR(lognam, "SYS$TIMEZONE_DIFFERENTIAL");
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char logvalue[256];
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unsigned int reslen = 0;
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struct {
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short buflen;
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short code;
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void *bufaddr;
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unsigned int *reslen;
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} itemlist[] = {
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{
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0, LNM$_STRING, 0, 0
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},
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{
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0, 0, 0, 0
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},
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};
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int status;
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time_t t;
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/* Get the value for SYS$TIMEZONE_DIFFERENTIAL */
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itemlist[0].buflen = sizeof(logvalue);
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itemlist[0].bufaddr = logvalue;
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itemlist[0].reslen = &reslen;
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status = sys$trnlnm(0, &tabnam, &lognam, 0, itemlist);
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if (!(status & 1))
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return NULL;
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logvalue[reslen] = '\0';
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t = *timer;
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/* The following is extracted from the DEC C header time.h */
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/*
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** Beginning in OpenVMS Version 7.0 mktime, time, ctime, strftime
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** have two implementations. One implementation is provided
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** for compatibility and deals with time in terms of local time,
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** the other __utc_* deals with time in terms of UTC.
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*/
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/*
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* We use the same conditions as in said time.h to check if we should
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* assume that t contains local time (and should therefore be
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* adjusted) or UTC (and should therefore be left untouched).
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*/
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# if __CRTL_VER < 70000000 || defined _VMS_V6_SOURCE
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/* Get the numerical value of the equivalence string */
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status = atoi(logvalue);
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/* and use it to move time to GMT */
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t -= status;
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# endif
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/* then convert the result to the time structure */
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/*
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* Since there was no gmtime_r() to do this stuff for us, we have to
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* do it the hard way.
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*/
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{
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/*-
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* The VMS epoch is the astronomical Smithsonian date,
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if I remember correctly, which is November 17, 1858.
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Furthermore, time is measure in tenths of microseconds
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and stored in quadwords (64 bit integers). unix_epoch
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below is January 1st 1970 expressed as a VMS time. The
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following code was used to get this number:
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#include <stdio.h>
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#include <stdlib.h>
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#include <lib$routines.h>
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#include <starlet.h>
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main()
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{
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unsigned long systime[2];
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unsigned short epoch_values[7] =
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{ 1970, 1, 1, 0, 0, 0, 0 };
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lib$cvt_vectim(epoch_values, systime);
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printf("%u %u", systime[0], systime[1]);
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}
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*/
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unsigned long unix_epoch[2] = { 1273708544, 8164711 };
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unsigned long deltatime[2];
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unsigned long systime[2];
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struct vms_vectime {
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short year, month, day, hour, minute, second, centi_second;
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} time_values;
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long operation;
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/*
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* Turn the number of seconds since January 1st 1970 to an
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* internal delta time. Note that lib$cvt_to_internal_time() will
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* assume that t is signed, and will therefore break on 32-bit
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* systems some time in 2038.
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*/
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operation = LIB$K_DELTA_SECONDS;
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status = lib$cvt_to_internal_time(&operation, &t, deltatime);
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/*
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* Add the delta time with the Unix epoch and we have the current
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* UTC time in internal format
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*/
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status = lib$add_times(unix_epoch, deltatime, systime);
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/* Turn the internal time into a time vector */
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status = sys$numtim(&time_values, systime);
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/* Fill in the struct tm with the result */
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result->tm_sec = time_values.second;
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result->tm_min = time_values.minute;
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result->tm_hour = time_values.hour;
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result->tm_mday = time_values.day;
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result->tm_mon = time_values.month - 1;
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result->tm_year = time_values.year - 1900;
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operation = LIB$K_DAY_OF_WEEK;
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status = lib$cvt_from_internal_time(&operation,
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&result->tm_wday, systime);
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result->tm_wday %= 7;
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operation = LIB$K_DAY_OF_YEAR;
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status = lib$cvt_from_internal_time(&operation,
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&result->tm_yday, systime);
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result->tm_yday--;
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result->tm_isdst = 0; /* There's no way to know... */
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ts = result;
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}
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}
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#endif
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return ts;
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}
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/*
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* Take a tm structure and add an offset to it. This avoids any OS issues
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* with restricted date types and overflows which cause the year 2038
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* problem.
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*/
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#define SECS_PER_DAY (24 * 60 * 60)
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static long date_to_julian(int y, int m, int d);
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static void julian_to_date(long jd, int *y, int *m, int *d);
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static int julian_adj(const struct tm *tm, int off_day, long offset_sec,
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long *pday, int *psec);
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int OPENSSL_gmtime_adj(struct tm *tm, int off_day, long offset_sec)
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{
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int time_sec, time_year, time_month, time_day;
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long time_jd;
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/* Convert time and offset into Julian day and seconds */
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if (!julian_adj(tm, off_day, offset_sec, &time_jd, &time_sec))
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return 0;
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/* Convert Julian day back to date */
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julian_to_date(time_jd, &time_year, &time_month, &time_day);
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if (time_year < 1900 || time_year > 9999)
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return 0;
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/* Update tm structure */
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tm->tm_year = time_year - 1900;
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tm->tm_mon = time_month - 1;
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tm->tm_mday = time_day;
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tm->tm_hour = time_sec / 3600;
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tm->tm_min = (time_sec / 60) % 60;
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tm->tm_sec = time_sec % 60;
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return 1;
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}
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int OPENSSL_gmtime_diff(int *pday, int *psec,
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const struct tm *from, const struct tm *to)
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{
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int from_sec, to_sec, diff_sec;
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long from_jd, to_jd, diff_day;
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if (!julian_adj(from, 0, 0, &from_jd, &from_sec))
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return 0;
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if (!julian_adj(to, 0, 0, &to_jd, &to_sec))
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return 0;
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diff_day = to_jd - from_jd;
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diff_sec = to_sec - from_sec;
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/* Adjust differences so both positive or both negative */
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if (diff_day > 0 && diff_sec < 0) {
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diff_day--;
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diff_sec += SECS_PER_DAY;
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}
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if (diff_day < 0 && diff_sec > 0) {
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diff_day++;
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diff_sec -= SECS_PER_DAY;
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}
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if (pday)
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*pday = (int)diff_day;
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if (psec)
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*psec = diff_sec;
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return 1;
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}
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/* Convert tm structure and offset into julian day and seconds */
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static int julian_adj(const struct tm *tm, int off_day, long offset_sec,
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long *pday, int *psec)
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{
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int offset_hms, offset_day;
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long time_jd;
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int time_year, time_month, time_day;
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/* split offset into days and day seconds */
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offset_day = offset_sec / SECS_PER_DAY;
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/* Avoid sign issues with % operator */
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offset_hms = offset_sec - (offset_day * SECS_PER_DAY);
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offset_day += off_day;
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/* Add current time seconds to offset */
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offset_hms += tm->tm_hour * 3600 + tm->tm_min * 60 + tm->tm_sec;
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/* Adjust day seconds if overflow */
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if (offset_hms >= SECS_PER_DAY) {
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offset_day++;
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offset_hms -= SECS_PER_DAY;
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} else if (offset_hms < 0) {
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offset_day--;
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offset_hms += SECS_PER_DAY;
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}
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/*
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* Convert date of time structure into a Julian day number.
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*/
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time_year = tm->tm_year + 1900;
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time_month = tm->tm_mon + 1;
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time_day = tm->tm_mday;
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time_jd = date_to_julian(time_year, time_month, time_day);
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/* Work out Julian day of new date */
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time_jd += offset_day;
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if (time_jd < 0)
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return 0;
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*pday = time_jd;
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*psec = offset_hms;
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return 1;
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}
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/*
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* Convert date to and from julian day Uses Fliegel & Van Flandern algorithm
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*/
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static long date_to_julian(int y, int m, int d)
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{
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return (1461 * (y + 4800 + (m - 14) / 12)) / 4 +
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(367 * (m - 2 - 12 * ((m - 14) / 12))) / 12 -
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(3 * ((y + 4900 + (m - 14) / 12) / 100)) / 4 + d - 32075;
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}
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static void julian_to_date(long jd, int *y, int *m, int *d)
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{
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long L = jd + 68569;
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long n = (4 * L) / 146097;
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long i, j;
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L = L - (146097 * n + 3) / 4;
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i = (4000 * (L + 1)) / 1461001;
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L = L - (1461 * i) / 4 + 31;
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j = (80 * L) / 2447;
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*d = L - (2447 * j) / 80;
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L = j / 11;
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*m = j + 2 - (12 * L);
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*y = 100 * (n - 49) + i + L;
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}
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