List of dates for Easter

Last updated

Table of (Gregorian) dates of Easter 2014–2034 [1]
YearFull Moon Jewish Passover [note 1] Astronomical Easter [note 2] Gregorian Easter Julian Easter
2014April 15April 20
2015April 4April 5April 12
2016March 23April 23March 27May 1
2017April 11April 16
2018March 31April 1April 8
2019March 20April 20March 24April 21April 28
2020April 8April 9April 12April 19
2021March 28April 4May 2
2022April 16April 17April 24
2023April 6April 9April 16
2024March 25April 23March 31May 5
2025April 13April 20
2026April 3April 2April 5April 12
2027March 22April 22March 28May 2
2028April 9April 11April 16
2029March 29March 31April 1April 8
2030April 17April 18April 21April 28
2031April 7April 8April 13
2032March 27March 28May 2
2033April 14April 17April 24
2034April 3April 4April 9
  1. Jewish Passover is on Nisan 15 of its calendar. It commences at sunset preceding the date indicated (as does Easter by some traditions).
  2. Astronomical Easter is the first Sunday after the astronomical full moon after the astronomical March equinox as measured at the meridian of Jerusalem according to this WCC proposal.

This is a list of dates for Easter. The Easter dates also affect when Ash Wednesday, Maundy Thursday, Good Friday, Holy Saturday, the Feast of the Ascension and Pentecost occur in a given year. Easter may occur on different dates in the Gregorian Calendar (Western) and the Julian Calendar (Orthodox or Eastern). The accompanying table provides both sets of dates, for recent and forthcoming years—see the computus article for more details on the calculation.

Contents

Earliest Easter

Western (Gregorian)

In 1818 the Paschal Full Moon fell on Saturday, March 21 (the equinox). Therefore, the following day, March 22 and the 81st day of the year, was Easter. It will not fall as early again until 2285, a span of 467 years. The next earliest Easter, March 23, in that timespan occurred in 1845, 1856, 1913, and 2008. Easter will next occur on March 23 in 2160. These are gaps of 11, 57, 95 and 152 years.

The earliest week by international standard reckoning is W12, and the 12th Sunday of the year is also the earliest possible Easter Sunday.

Orthodox (Julian)

The earliest dates for Easter in the Eastern Orthodox Church between 1875 and 2099 are April 4, 1915 and April 4, 2010 (Gregorian). Both dates are equivalent to 22 March in the Julian Calendar. The next earliest date for Orthodox Easter, March 23 in the Julian Calendar, last occurred in 1953, and will next occur in 2037. Both of these dates are equivalent to April 5 in the Gregorian Calendar.

Latest Easter

Western (Gregorian)

In 1943 Easter fell on Sunday, April 25, the 115th day of the year. The last ecclesiastical full moon preceding the Paschal did not occur until March 20; prior to March 21, the fixed date to which the vernal equinox is assigned for the purposes of the computus, meaning the Paschal full moon did not happen until Sunday, April 18. Consequently, Easter was the following Sunday, April 25. Easter will next occur as late again in 2038—a span of 95 years. Easter may also occur on April 25 of a leap year, i.e. the 116th day of the year, but this has never occurred since the Gregorian reforms were implemented. The first time Easter will occur on April 25 in a leap year will be in 3784. This is also the only case where Easter is in ISO week W17, otherwise all occurrences after April 18 and on this day in leap years are in W16. In several cases, Easter falls onto the latest possible, 17th Sunday of the year. The first time that Easter will fall on April 24 in a leap year will be in 4292 which is also the 115th day of the year.

The second latest date for Easter, April 24 or day 114, occurred in 2011. The last time this occurred before was in 1859 and it will not happen again until 2095—spans of 152 and 84 years. Easter also occurred on the 114th day of the year on April 23 in 2000, a leap year.

Orthodox (Julian)

The latest dates for Orthodox Easter between 1875 and 2099 are May 8, 1983, and May 8, 2078 (Gregorian). Both dates are equivalent to April 25 in the Julian Calendar. The last time Orthodox Easter has fallen on Julian April 24, the second latest date, is 1793, which is equivalent to May 5, 1793 in the Gregorian Calendar. The next time Orthodox Easter will fall on April 24 in the Julian Calendar is 2051, which is equivalent to May 7, 2051 in the Julian Calendar. Until this date, Orthodox Easter has never fallen on Gregorian May 7.

Beginning March 14, 2100 (February 29, 2100, in the Julian Calendar), the difference between the Julian and Gregorian calendars will increase to 14 days.

Western and Orthodox Easter on the same date

Despite using calendars that are apart by 13 days, Western Easter and Orthodox Easter occasionally fall on the same date, as happened in 2010, 2011, 2014, and 2017. For example, according to the Western (Gregorian) calendar, the first Paschal Full Moon after the Spring Equinox (March 21) fell on Monday, April 14, 2014. The following Sunday, April 20, was, therefore, Easter Day.

According to the Orthodox (Julian) calendar (which is 13 days behind the Gregorian calendar), the Spring Equinox also falls on March 21. However, in the Gregorian Calendar, this is April 3. The first Orthodox Full Moon after the Equinox falls on (Julian) Tuesday, April 2, 2014 (Gregorian April 15). The following Sunday, (Julian) April 7, is, therefore, Easter Day (Gregorian April 20).

Range of dates for Western and Orthodox Easter

Both calendars (Gregorian and Julian) calculate Easter as falling on dates between March 22 and April 25 on their calendars. However, because of the current 13-day difference, Western Easter falls between March 10 and April 12 on the Julian calendar. Conversely, Orthodox Easter falls between April 4 and May 8 on the Gregorian calendar.

The possible dates of Easter depend on the first day of the year and hence its dominical letter. Each type has five possible dates of Easter. Note that some feasts that depend on the date of Easter (may) occur before the leap day, e.g. Shrove Monday.

Possible dates of Easter by type of year
DL1 January1 MarchEarliestEarlyMedianLateLatest
D ThursdaySunday22 March29 March5 April12 April19 April
ED Wednesday
E Saturday23 March30 March6 April13 April20 April
FE Tuesday
F Friday24 March31 March7 April14 April21 April
GF Monday
G Thursday25 March1 April8 April15 April22 April
AG Sunday
A Wednesday26 March2 April9 April16 April23 April
BA Saturday
B Tuesday27 March3 April10 April17 April24 April
CB Friday
C Monday28 March4 April11 April18 April25 April
DC Thursday

Sundays on the dates March 22 through April 25 in the Gregorian calendar may be the 81st through 115th day of common years or 82nd through 116th day of leap years. They occur as the last day of ISO week number W12 through W17 and are also the 12th through 17th Sunday of the year, but these numbers mismatch in some years.

Occurrences, weeks and ordinal Sundays of the 35 Gregorian Easter dates
VariantEaster SundayCountLatest [2] Next [2] DoYWeekSunday
1March 22418182285081W1212th
1*02972082
2March 23219132600
2*520082160083
3March 24117992391
3*119405280084
4March 25719512035
4*0379208513th
5March 261219892062
5*117802084086
6March 27920052157
6*620162168087
7March 28619372027
7*419482032088W13
8March 29919702043
8*319642116089
9March 301419972059
9*02092090
10March 311620132086
10*420242176091
11April 11020182029
11*61956204009214th
12April 2919612051
12*519722056093
13April 3819942067
13*519882140094
14April 41320212083
14*119202488095W14
15April 51520152026
15*318962048096
16April 61219692042
16*519802064097
17April 7819852075
17*519962080098
18April 8820072091
18*62012216409915th
19April 9920232034
19*119442884100
20April 101619772039
20*02072101
21April 111519932066
21*420042088102W15
22April 121120092093
22*520202172103
23April 13819412031
23*419522036104
24April 141019742047
24*419682120105
25April 151420012063
25*0209610616th
26April 161720172090
26*318762028107
27April 171020222033
27*619602044108
28April 18919652049
28*519762060109W16
29April 19919872071
29*519922076110
30April 201120142025
30*119242864111
31April 211420192030
31*116802052112
32April 22819732057
32*51984206811317th
33April 23119052079
33*420002152114
34April 24520112095
34*04292115
35April 25419432038
35*03784116W17

(Variants with an asterisk * are in leap years.)

While the Gregorian computus yields a cycle of 5.7 million years, a complete Dionysian paschal cycle lasts just 532 years, so more than three repetitions have already passed since the First Council of Nicaea.

Occurrences of the 35 Julian Easter dates [2]
VariantEaster SundayFrequencyCountGregorian countLatestNext
Julian Coptic, Ethiopian since 0325until 158216th+17th18th19th20th+21st
122 March07/260.564%1081 April02 April03 April04 April220102105
1*0.188%32100016682200
223 March07/271.128%20152 April03 April14 April25 April219532037
2*0.376%65100016002048
324 March07/281.128%18123 April24 April25 April26 April018852143
3*0.376%75001119802428
425 March07/291.692%28214 April35 April26 April17 April119912075
4*0.564%96011119122276
526 March07/302.256%40325 April26 April17 April18 April420182029
5*0.752%128211018442124
627 March08/012.256%39296 April27 April28 April39 April319612034
6*0.752%1310200119722056
728 March08/022.820%47347 April28 April59 April410 April219772061
7*0.940%1612101219882072
829 March08/032.256%37278 April39 April310 April211 April219992083
8*0.752%139011220042284
930 March08/042.256%38299 April410 April211 April112 April220152026
9*0.752%139111119362216
1031 March08/052.820%483610 April511 April212 April213 April319692031
10*0.940%1511121018682064
111 April08/062.256%392911 April112 April213 April314 April419852058
11*0.752%1310110119962080
122 April08/072.256%382712 April113 April214 April415 April420012085
12*0.752%1411100220122096
133 April08/082.820%493513 April414 April315 April316 April420232107
13*0.940%1613011119442028
144 April08/092.256%372714 April615 April216 April117 April119552039
14*0.752%139021119602240
155 April08/102.820%483615 April316 April317 April318 April319932055
15*0.940%1511112018922088
166 April08/112.820%493716 April217 April218 April219 April620092071
16*0.940%1612111120202104
177 April08/122.256%402917 April118 April219 April320 April420142025
17*0.752%1310200119522036
188 April08/132.820%473418 April419 April420 April321 April219572041
18*0.940%1612102119682052
199 April08/142.256%372719 April420 April321 April222 April119792063
19*0.752%139011219842264
2010 April08/152.256%382920 April321 April222 April123 April320062079
20*0.752%128111119162196
2111 April08/162.820%503821 April322 April223 April224 April520222033
21*0.940%1511211018482128
2212 April08/172.256%392922 April223 April224 April325 April319652038
22*0.752%1310200119762060
2313 April08/182.256%382723 April124 April325 April526 April219812065
23*0.752%1310100219922076
2414 April08/192.820%473424 April325 April326 April327 April420032087
24*0.940%1713011220082092
2515 April08/202.256%382925 April426 April227 April128 April220192030
25*0.752%139111119402220
2616 April08/212.820%483626 April527 April228 April229 April319732035
26*0.940%1511121018722068
2717 April08/222.256%392927 April128 April229 April330 April419892062
27*0.752%1310110120002084
2818 April08/232.256%392828 April129 April230 April41 May420052089
28*0.752%1411100220162100
2919 April08/242.820%483529 April430 April31 May32 May320212027
29*0.940%1612111119482032
3020 April08/252.256%372730 April51 May32 May13 May119592043
30*0.752%139021119642138
3121 April08/261.692%29231 May22 May13 May14 May219862059
31*0.564%96111018122176
3222 April08/271.692%30222 May03 May14 May25 May520132097
32*0.564%108100120242108
3323 April08/281.128%19133 May14 May25 May26 May119452203
33*0.376%76000119562040
3424 April08/291.128%18134 May35 May26 May07 May017932051
34*0.376%64002018882336
3525 April08/300.564%1085 May16 May07 May08 May119832078
35*0.188%32010017362268

Public holidays

In Hungary, Kenya, the United Kingdom (except Scotland), Hong Kong, Australia, New Zealand, South Africa, Slovakia, Germany, Serbia, Sweden, Switzerland Namibia, Malawi, Botswana, Zambia and Zimbabwe, Easter has two public holidays, Good Friday and Easter Monday, making a four-day weekend. The movable date of Easter sometimes brings it into conflict with other, fixed or moveable, public holidays.

Related Research Articles

<span class="mw-page-title-main">Easter</span> Christian commemoration of the resurrection of Jesus

Easter, also called Pascha or Resurrection Sunday, is a Christian festival and cultural holiday commemorating the resurrection of Jesus from the dead, described in the New Testament as having occurred on the third day of his burial following his crucifixion by the Romans at Calvary c. 30 AD. It is the culmination of the Passion of Jesus, preceded by Lent, a 40-day period of fasting, prayer, and penance.

A leap year is a calendar year that contains an additional day compared to a common year. The 366th day is added to keep the calendar year synchronised with the astronomical year or seasonal year. Since astronomical events and seasons do not repeat in a whole number of days, calendars having a constant number of days each year will unavoidably drift over time with respect to the event that the year is supposed to track, such as seasons. By inserting ("intercalating") an additional day—a leap day—or month—a leap month—into some years, the drift between a civilization's dating system and the physical properties of the Solar System can be corrected.

A moveable feast is an observance in a Christian liturgical calendar which occurs on different dates in different years. It is the complement of a fixed feast, an annual celebration that is held on the same calendar date every year, such as Christmas.

The Revised Julian calendar, or less formally the new calendar and also known as the Milanković calendar, is a calendar proposed in 1923 by the Serbian scientist Milutin Milanković as a more accurate alternative to both Julian and Gregorian calendars. At the time, the Julian calendar was still in use by all of the Eastern Orthodox Church and affiliated nations, while the Catholic and Protestant nations were using the Gregorian calendar. Thus, Milanković's aim was to discontinue the divergence between the naming of dates in Eastern and Western churches and nations. It was intended to replace the Julian calendar in Eastern Orthodox Churches and nations. From 1 March 1600 through 28 February 2800, the Revised Julian calendar aligns its dates with the Gregorian calendar, which had been proclaimed in 1582 by Pope Gregory XIII.

Reform of the date of Easter refers to proposals to change the date for the annual celebration of Easter. These proposals include setting a fixed date or agreeing between Eastern and Western Christendom a common basis for calculating the date of Easter so that all Christians celebrate the Festival on the same day. As of 2024, no such agreement has been reached.

<span class="mw-page-title-main">Coptic calendar</span> Egyptian liturgical calendar

The Coptic calendar, also called the Alexandrian calendar, is a liturgical calendar used by the farming populace in Egypt and also used by the Coptic Catholic Church. It was used for fiscal purposes in Egypt until the adoption of the Gregorian calendar on 11 September 1875. This calendar is based on the ancient Egyptian calendar. To avoid the calendar creep of the latter, a reform of the ancient Egyptian calendar was introduced at the time of Ptolemy III which consisted of adding an extra day every fourth year. However, this reform was opposed by the Egyptian priests, and the reform was not adopted until 25 BC, when the Roman Emperor Augustus imposed the Decree upon Egypt as its official calendar. To distinguish it from the Ancient Egyptian calendar, which remained in use by some astronomers until medieval times, this reformed calendar is known as the Coptic or Alexandrian calendar. Its years and months coincide with those of the Ethiopian calendar but have different numbers and names.

A common year starting on Friday is any non-leap year that begins on Friday, 1 January, and ends on Friday, 31 December. Its dominical letter hence is C. The most recent year of such kind was 2021 and the next one will be 2027 in the Gregorian calendar, or, likewise, 2022 and 2033 in the obsolete Julian calendar, see below for more. This common year is one of the three possible common years in which a century year can end on, and occurs in century years that yield a remainder of 100 when divided by 400. The most recent such year was 1700 and the next one will be 2100.

<span class="mw-page-title-main">Date of Easter</span>

As a moveable feast, the date of Easter is determined in each year through a calculation known as computus. Easter is celebrated on the first Sunday after the Paschal full moon. Determining this date in advance requires a correlation between the lunar months and the solar year, while also accounting for the month, date, and weekday of the Julian or Gregorian calendar. The complexity of the algorithm arises because of the desire to associate the date of Easter with the date of the Jewish feast of Passover which, Christians believe, is when Jesus was crucified.

<span class="mw-page-title-main">Swedish calendar</span> Calendar in use in Sweden from 1700 to 1712

The Swedish calendar or Swedish style was a calendar in use in Sweden and its possessions from 1 March 1700 until 30 February 1712. It was one day ahead of the Julian calendar and ten days behind the Gregorian calendar. Easter was calculated astronomically, with a minor exception, from 1740 to 1844.

Dominical letters or Sunday letters are a method used to determine the day of the week for particular dates. When using this method, each year is assigned a letter depending on which day of the week the year starts. The Dominical letter for the current year 2024 is GF.

A leap year starting on Sunday is any year with 366 days that begins on Sunday, 1 January, and ends on Monday, 31 December. Its dominical letters hence are AG. The most recent year of such kind was 2012 and the next one will be 2040 in the Gregorian calendar or, likewise 2024 and 2052 in the obsolete Julian calendar.

A leap year starting on Saturday is any year with 366 days that begins on Saturday, 1 January, and ends on Sunday, 31 December. Its dominical letters hence are BA. The most recent year of such kind was 2000 and the next one will be 2028 in the Gregorian calendar or, likewise 2012 and 2040 in the obsolescent Julian calendar. In the Gregorian calendar, years divisible by 400 are always leap years starting on Saturday. The most recent such occurrence was 2000 and the next one will be 2400, see below for more.

A leap year starting on Friday is any year with 366 days that begins on Friday 1 January and ends on Saturday 31 December. Its dominical letters hence are CB. The most recent year of such kind was 2016 and the next one will be 2044 in the Gregorian calendar or, likewise, 2000 and 2028 in the obsolete Julian calendar.

A leap year starting on Thursday is any year with 366 days that begins on Thursday 1 January, and ends on Friday 31 December. Its dominical letters hence are DC. The most recent year of such kind was 2004 and the next one will be 2032 in the Gregorian calendar or, likewise, 2016 and 2044 in the obsolete Julian calendar.

The Eastern Orthodox liturgical calendar describes and dictates the rhythm of the life of the Eastern Orthodox Church. Passages of Holy Scripture, saints and events for commemoration are associated with each date, as are many times special rules for fasting or feasting that correspond to the day of the week or time of year in relationship to the major feast days.

The controversy over the correct date for Easter began in Early Christianity as early as the 2nd century AD. Discussion and disagreement over the best method of computing the date of Easter Sunday has been ongoing ever since and remains unresolved. Different Christian denominations continue to celebrate Easter on different dates, with Eastern and Western Christian churches being a notable example.

An ecclesiastical full moon is formally the 14th day of the ecclesiastical lunar month in an ecclesiastical lunar calendar. The ecclesiastical lunar calendar spans the year with lunar months of 30 and 29 days which are intended to approximate the observed phases of the Moon. Since a true synodic month has a length that can vary from about 29.27 to 29.83 days, the moment of astronomical opposition tends to be roughly 14.75 days after the previous conjunction of the Sun and Moon. The ecclesiastical full moons of the Gregorian lunar calendar tend to agree with the dates of astronomical opposition, referred to a day beginning at midnight at 0 degrees longitude, to within a day or so. However, the astronomical opposition happens at a single moment for the entire Earth: The hour and day at which the opposition is measured as having taken place will vary with longitude. In the ecclesiastical calendar, the 14th day of the lunar month, reckoned in local time, is considered the day of the full moon at each longitude.

The Gregorian calendar is the calendar used in most parts of the world. It went into effect in October 1582 following the papal bull Inter gravissimas issued by Pope Gregory XIII, which introduced it as a modification of, and replacement for, the Julian calendar. The principal change was to space leap years differently so as to make the average calendar year 365.2425 days long, more closely approximating the 365.2422-day 'tropical' or 'solar' year that is determined by the Earth's revolution around the Sun.

The World Council of Churches proposed a reform of the method of determining the date of Easter at a summit in Aleppo, Syria, in March 1997.

<span class="mw-page-title-main">Computus clock</span>

A computus clock is a clock equipped with a mechanism that automatically calculates and displays, or helps determine, the date of Easter. A computus watch carries out the same function.

References

  1. "Towards a Common Date for Easter". Aleppo, Syria: World Council of Churches (WCC) / Middle East Council of Churches Consultation (MECC). 10 March 1997.
  2. 1 2 3 Robert H. van Gent. "Easter Sunday Frequencies". Perpetual Easter and Passover Calculator.
  3. "Royal Wedding Bank Holiday in the United Kingdom". Archived from the original on 2017-04-15. Retrieved 2017-04-15.
  4. "Irish bishops move St. Patrick's Day 2008 over conflict with Holy Week". Catholic News Agency . July 19, 2007. Archived from the original on April 6, 2021. Retrieved April 1, 2018.
  5. "National Holidays in Australia in 2021". Office Holidays. January 2021. Archived from the original on 2021-07-31. Retrieved 2021-05-31.
  6. "GovHK: General holidays for 2021". GovHK (www.gov.hk). Archived from the original on 2021-06-12. Retrieved 2021-05-31.
  7. "Koji su neradni dani za 1. maj i Uskrs?". Danas.rs (in Serbian). Retrieved April 29, 2024.
  8. "Easter Monday in the United States". TimeAndDate.com. Archived from the original on December 11, 2016. Retrieved October 25, 2016.