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- Path: mozo.cc.purdue.edu!not-for-mail
- From: ags@seaman.cc.purdue.edu (Dave Seaman)
- Newsgroups: comp.lang.c
- Subject: Re: Leap Years
- Date: 16 Feb 1996 13:57:06 -0500
- Organization: Purdue University
- Message-ID: <4g2k22$lpi@seaman.cc.purdue.edu>
- References: <8BA8405.02C70020E1.uuout@sourcebbs.com> <3121EF9A.CA5@mail.isd.net> <4g28ut$p87@taurus.fccc.edu> <fcusack-1602961256070001@mudskipper.cac.psu.edu>
- NNTP-Posting-Host: seaman.cc.purdue.edu
-
- In article <fcusack-1602961256070001@mudskipper.cac.psu.edu>,
- frank. <fcusack@tdx.org> wrote:
- >Three out of four centuries are
- >excluded so that the calendar remains in sync with our orbit around the
- >sun (so seasons are "predictable"). It's not perfect however. Every so
- >often, we have to add a leap second, which occurs on 1/1 at midnight. Does
- >anyone know what the rule is for leap seconds?
-
- The rule for leap seconds is that there is no rule. A leap second is
- added whenever needed (at two designated times during the year) to keep
- the clock in sync with the solar day, but there is no reliable way to
- predict in advance precisely how many leap seconds will be needed over
- the next decade or so. It depends on the earth's rotation rate, which
- is somewhat erratic.
-
- Note that leap seconds and leap years have absolutely nothing to do
- with each other. We have leap seconds because the solar day is not
- exactly 24 hours long, and we want to keep our clocks in sync. We have
- leap years because the year is not exactly 365 days long, and we want
- to keep our calendars in sync.
-
- Dave Seaman
-