Re: When is Spring Break this year?
- From: "Cathy Kearns" <cathy_kearns@xxxxxxxxx>
- Date: Tue, 10 Jan 2006 05:01:19 GMT
Or, the short version taught in catechism classes: The first Sunday after
the first full moon after the 21st of March. (Simplified, but accurate)
"TheNewsGuy(Mike)" <tnguymNoSpamm@xxxxxxxx> wrote in message
news:cHFwf.2977$W03.290360@xxxxxxxxxxxxxxxxxxxxxxxx
> k wrote:
> > Thanks, I guess I'll have to pass. How does Easter get figured out
anyhow?
> > Sometimes it's in March, and this year it's near the end of April.
> >
> > Keith
>
> Okay, but it was YOU who asked. LOL!
> -from-
> http://aa.usno.navy.mil/faq/docs/easter.html
>
> =====================================================
> U.S. Naval Observatory
> Astronomical Applications Department
>
>
> The Date of Easter
>
>
> Easter is an annual festival observed throughout the Christian world.
> The date for Easter shifts every year within the Gregorian Calendar. The
> Gregorian Calendar is the standard international calendar for civil use.
> In addition, it regulates the ceremonial cycle of the Roman Catholic and
> Protestant churches. The current Gregorian ecclesiastical rules that
> determine the date of Easter trace back to 325 CE at the First Council
> of Nicaea convened by the Roman Emperor Constantine. At that time the
> Roman world used the Julian Calendar (put in place by Julius Caesar).
>
> The Council decided to keep Easter on a Sunday, the same Sunday
> throughout the world. To fix incontrovertibly the date for Easter, and
> to make it determinable indefinitely in advance, the Council constructed
> special tables to compute the date. These tables were revised in the
> following few centuries resulting eventually in the tables constructed
> by the 6th century Abbot of Scythia, Dionysis Exiguus. Nonetheless,
> different means of calculations continued in use throughout the
> Christian world.
>
> In 1582 Gregory XIII (Pope of the Roman Catholic Church) completed a
> reconstruction of the Julian calendar and produced new Easter tables.
> One major difference between the Julian and Gregorian Calendar is the
> "leap year rule". See our FAQ on Calendars for a description of the
> difference. Universal adoption of this Gregorian calendar occurred
> slowly. By the 1700's, though, most of western Europe had adopted the
> Gregorian Calendar. The Eastern Christian churches still determine the
> Easter dates using the older Julian Calendar method.
>
> The usual statement, that Easter Day is the first Sunday after the full
> moon that occurs next after the vernal equinox, is not a precise
> statement of the actual ecclesiastical rules. The full moon involved is
> not the astronomical Full Moon but an ecclesiastical moon (determined
> from tables) that keeps, more or less, in step with the astronomical Moon.
>
> The ecclesiastical rules are:
>
> * Easter falls on the first Sunday following the first
> ecclesiastical full moon that occurs on or after the day of the vernal
> equinox;
> * this particular ecclesiastical full moon is the 14th day of a
> tabular lunation (new moon); and
> * the vernal equinox is fixed as March 21.
>
> resulting in that Easter can never occur before March 22 or later than
> April 25. The Gregorian dates for the ecclesiastical full moon come from
> the Gregorian tables. Therefore, the civil date of Easter depends upon
> which tables - Gregorian or pre-Gregorian - are used. The western (Roman
> Catholic and Protestent) Christian churches use the Gregorian tables;
> many eastern (Orthodox) Christian churches use the older tables based on
> the Julian Calendar.
>
> In a congress held in 1923, the eastern churches adopted a modified
> Gregorian Calendar and decided to set the date of Easter according to
> the astronomical Full Moon for the meridian of Jerusalem. However, a
> variety of practices remain among the eastern churches.
>
> There are three major differences between the ecclesiastical system and
> the astronomical system.
>
> * The times of the ecclesiastical full moons are not necessarily
> identical to the times of astronomical Full Moons. The ecclesiastical
> tables did not account for the full complexity of the lunar motion.
> * The vernal equinox has a precise astronomical definition
> determined by the actual motion of the Sun. It is the precise time at
> which the apparent longitude of the Sun is zero degrees. This precise
> time shifts within the civil calendar very slightly from year to year.
> In the ecclesiastical system the vernal equinox does not shift; it is
> fixed at March 21 regardless of the actual motion of the Sun.
> * The date of Easter is a specific calendar date. Easter starts
> when that date starts for your local time zone. The vernal equinox
> occurs at a specific date and time all over the Earth at once.
>
> Inevitably, then, the date of Easter occasionally differs from a date
> that depends on the astronomical Full Moon and vernal equinox. In some
> cases this difference may occur in some parts of the world and not in
> others because two dates separated by the International Date Line are
> always simultaneously in progress on the Earth.
>
> For example, take the year 1962. In 1962, the astronomical Full Moon
> occurred on March 21, UT=7h 55m - about six hours after astronomical
> equinox. The ecclesiastical full moon (taken from the tables), however,
> occured on March 20, before the fixed ecclesiastical equinox at March
> 21. In the astronomical case, the Full Moon followed its equinox; in the
> ecclesiastical case, it preceeded its equinox. Following the rules,
> Easter, therefore, was not until the Sunday that followed the next
> ecclesiastical full moon (Wednesday, April 18) making Easter Sunday,
> April 22.
>
> Similarly, in 1954 the first ecclesiastical full moon after March 21
> fell on Saturday, April 17. Thus, Easter was Sunday, April 18. The
> astronomical equinox also occurred on March 21. The next astronomical
> Full Moon occurred on April 18 at UT=5h. So in some places in the world
> Easter was on the same Sunday as the astronomical Full Moon.
>
> The following are dates of Easter from 1980 to 2024:
>
> 1980 April 6 1995 April 16 2010 April 4
>
> 1981 April 19 1996 April 7 2011 April 24
>
> 1982 April 11 1997 March 30 2012 April 8
>
> 1983 April 3 1998 April 12 2013 March 31
>
> 1984 April 22 1999 April 4 2014 April 20
>
> 1985 April 7 2000 April 23 2015 April 5
>
> 1986 March 30 2001 April 15 2016 March 27
>
> 1987 April 19 2002 March 31 2017 April 16
>
> 1988 April 3 2003 April 20 2018 April 1
>
> 1989 March 26 2004 April 11 2019 April 21
>
> 1990 April 15 2005 March 27 2020 April 12
>
> 1991 March 31 2006 April 16 2021 April 4
>
> 1992 April 19 2007 April 8 2022 April 17
>
> 1993 April 11 2008 March 23 2023 April 9
>
> 1994 April 3 2009 April 12 2024 March 31
>
>
> For other years, there is a date of Easter program in Data Services.
>
> Computing the Date of Easter
>
> The rule is that Easter is the first Sunday after the first
> ecclesiastical full moon that occurs on or after March 21. The lunar
> cycles used by the ecclesiastical system are simple to program. The
> following algorithm will compute the date of Easter in the Gregorian
> Calendar system.
>
> The algorithm uses the year, y, to give the month, m, and day, d, of
> Easter. The symbol * means multiply.
>
> Please note the following: This is an integer calculation. All variables
> are integers and all remainders from division are dropped.
>
> c = y / 100
> n = y - 19 * ( y / 19 )
> k = ( c - 17 ) / 25
> i = c - c / 4 - ( c - k ) / 3 + 19 * n + 15
> i = i - 30 * ( i / 30 )
> i = i - ( i / 28 ) * ( 1 - ( i / 28 ) * ( 29 / ( i + 1 ) )
> * ( ( 21 - n ) / 11 ) )
> j = y + y / 4 + i + 2 - c + c / 4
> j = j - 7 * ( j / 7 )
> l = i - j
> m = 3 + ( l + 40 ) / 44
> d = l + 28 - 31 * ( m / 4 )
>
>
> For example, using the year 2010,
> y=2010,
> c=2010/100=20,
> n=2010 - 19 x (2010/19) = 15, [see note above regarding integer
> calculations]
> etc. resulting in Easter on April 4, 2010.
>
> The algorithm is due to J.-M. Oudin (1940) and is reprinted in the
> Explanatory Supplement to the Astronomical Almanac, ed. P. K. Seidelmann
> (1992). See Chapter 12, "Calendars", by L. E. Doggett.
>
>
> Last modified June 10, 2004 at 12:49
.
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