/* * prettydate - convert a time stamp to something readable */ #include #include #include "ntp_fp.h" #include "ntp_unixtime.h" /* includes */ #include "lib_strbuf.h" #include "ntp_stdlib.h" #include "ntp_assert.h" #include "ntp_calendar.h" #if SIZEOF_TIME_T < 4 # error sizeof(time_t) < 4 -- this will not work! #endif static char *common_prettydate(l_fp *, int); const char * const months[12] = { "Jan", "Feb", "Mar", "Apr", "May", "Jun", "Jul", "Aug", "Sep", "Oct", "Nov", "Dec" }; const char * const daynames[7] = { "Sun", "Mon", "Tue", "Wed", "Thu", "Fri", "Sat" }; /* Helper function to handle possible wraparound of the ntp epoch. * * Works by periodic extension of the ntp time stamp in the UN*X epoch. * If the 'time_t' is 32 bit, use solar cycle warping to get the value * in a suitable range. Also uses solar cycle warping to work around * really buggy implementations of 'gmtime()' / 'localtime()' that * cannot work with a negative time value, that is, times before * 1970-01-01. (MSVCRT...) * * Apart from that we're assuming that the localtime/gmtime library * functions have been updated so that they work... * * An explanation: The julian calendar repeats ever 28 years, because * it's the LCM of 7 and 1461, the week and leap year cycles. This is * called a 'solar cycle'. The gregorian calendar does the same as * long as no centennial year (divisible by 100, but not 400) goes in * the way. So between 1901 and 2099 (inclusive) we can warp time * stamps by 28 years to make them suitable for localtime() and * gmtime() if we have trouble. Of course this will play hubbubb with * the DST zone switches, so we should do it only if necessary; but as * we NEED a proper conversion to dates via gmtime() we should try to * cope with as many idiosyncrasies as possible. * */ /* * solar cycle in unsigned secs and years, and the cycle limits. */ #define SOLAR_CYCLE_SECS 0x34AADC80UL /* 7*1461*86400*/ #define SOLAR_CYCLE_YEARS 28 #define MINFOLD -3 #define MAXFOLD 3 static struct tm * get_struct_tm( const vint64 *stamp, int local) { struct tm *tm = NULL; int32 folds = 0; time_t ts; #ifdef HAVE_INT64 int64 tl; ts = tl = stamp->q_s; /* * If there is chance of truncation, try to fix it. Let the * compiler find out if this can happen at all. */ while (ts != tl) { /* truncation? */ if (tl < 0) { if (--folds < MINFOLD) return NULL; tl += SOLAR_CYCLE_SECS; } else { if (++folds > MAXFOLD) return NULL; tl -= SOLAR_CYCLE_SECS; } ts = tl; /* next try... */ } #else /* * since we do not have 64-bit scalars, it's not likely we have * 64-bit time_t. Assume 32 bits and properly reduce the value. */ u_int32 hi, lo; hi = stamp->D_s.hi; lo = stamp->D_s.lo; while ((hi && ~hi) || ((hi ^ lo) & 0x80000000u)) { if (M_ISNEG(hi, lo)) { if (--folds < MINFOLD) return NULL; M_ADD(hi, lo, 0, SOLAR_CYCLE_SECS); } else { if (++folds > MAXFOLD) return NULL; M_SUB(hi, lo, 0, SOLAR_CYCLE_SECS); } } ts = (int32)lo; #endif /* * 'ts' should be a suitable value by now. Just go ahead, but * with care: * * There are some pathological implementations of 'gmtime()' * and 'localtime()' out there. No matter if we have 32-bit or * 64-bit 'time_t', try to fix this by solar cycle warping * again... * * At least the MSDN says that the (Microsoft) Windoze * versions of 'gmtime()' and 'localtime()' will bark on time * stamps < 0. */ while ((tm = (*(local ? localtime : gmtime))(&ts)) == NULL) if (ts < 0) { if (--folds < MINFOLD) return NULL; ts += SOLAR_CYCLE_SECS; } else if (ts >= (time_t)SOLAR_CYCLE_SECS) { if (++folds > MAXFOLD) return NULL; ts -= SOLAR_CYCLE_SECS; } else return NULL; /* That's truly pathological! */ /* 'tm' surely not NULL here! */ NTP_INSIST(tm != NULL); if (folds != 0) { tm->tm_year += folds * SOLAR_CYCLE_YEARS; if (tm->tm_year <= 0 || tm->tm_year >= 200) return NULL; /* left warp range... can't help here! */ } return tm; } static char * common_prettydate( l_fp *ts, int local ) { static const char pfmt0[] = "%08lx.%08lx %s, %s %2d %4d %2d:%02d:%02d.%03u"; static const char pfmt1[] = "%08lx.%08lx [%s, %s %2d %4d %2d:%02d:%02d.%03u UTC]"; char *bp; struct tm *tm; u_int msec; u_int32 ntps; vint64 sec; LIB_GETBUF(bp); /* get & fix milliseconds */ ntps = ts->l_ui; msec = ts->l_uf / 4294967; /* fract / (2 ** 32 / 1000) */ if (msec >= 1000u) { msec -= 1000u; ntps++; } sec = ntpcal_ntp_to_time(ntps, NULL); tm = get_struct_tm(&sec, local); if (!tm) { /* * get a replacement, but always in UTC, using * ntpcal_time_to_date() */ struct calendar jd; ntpcal_time_to_date(&jd, &sec); snprintf(bp, LIB_BUFLENGTH, local ? pfmt1 : pfmt0, (u_long)ts->l_ui, (u_long)ts->l_uf, daynames[jd.weekday], months[jd.month-1], jd.monthday, jd.year, jd.hour, jd.minute, jd.second, msec); } else snprintf(bp, LIB_BUFLENGTH, pfmt0, (u_long)ts->l_ui, (u_long)ts->l_uf, daynames[tm->tm_wday], months[tm->tm_mon], tm->tm_mday, 1900 + tm->tm_year, tm->tm_hour, tm->tm_min, tm->tm_sec, msec); return bp; } char * prettydate( l_fp *ts ) { return common_prettydate(ts, 1); } char * gmprettydate( l_fp *ts ) { return common_prettydate(ts, 0); } struct tm * ntp2unix_tm( u_int32 ntp, int local ) { vint64 vl; vl = ntpcal_ntp_to_time(ntp, NULL); return get_struct_tm(&vl, local); }