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The Computus, explained

How Is the Date of Easter Determined?

Easter Sunday is the first Sunday after the Paschal Full Moon, which is the first ecclesiastical full moon that falls on or after March 21. That single sentence is the entire rule, but each part of it ("ecclesiastical", "full moon", "March 21") means something more specific than it first appears, and the calculation used to be done by hand for centuries before computers existed. This page walks through where the rule came from and exactly how it works.

The rule, set in 325 CE

The method for calculating Easter's date traces back to the First Council of Nicaea in 325 CE, convened by the Roman Emperor Constantine. The Council decided that Easter should fall on the same Sunday throughout the entire Christian world, and constructed tables to compute that date far in advance rather than relying on direct observation of the Moon each year. Those tables were refined over the following centuries, most notably by the 6th-century Abbot Dionysius Exiguus, and again in 1582 when Pope Gregory XIII's calendar reform (the Gregorian calendar still used today) produced new Easter tables.

The exact ecclesiastical rule

Easter Sunday is the first Sunday following the first ecclesiastical full moon that occurs on or after March 21. Every word here is doing specific work:

The Golden Number and the 19-year cycle

The traditional shortcut for finding a year's ecclesiastical full moon is the Golden Number: a year's position in the 19-year Metonic cycle, the cycle after which the Moon's phases repeat on approximately the same calendar dates. To find it, add 1 to the year and divide by 19: the remainder is the Golden Number (if there is no remainder, it is 19). For example, the Golden Number for 2026 is 13. Historically, a Golden Number was cross-referenced against a printed table to find that year's Paschal Full Moon date; the modern algorithmic version (the one this site's calculator uses, verified against published Easter dates through 2029) folds the same 19-year cycle directly into the formula rather than a lookup table.

What happens in an edge-case year

Because the ecclesiastical equinox is fixed at March 21 rather than tracking the real astronomical equinox, the two occasionally diverge in a way that changes the outcome. In 2019, for example, both the astronomical equinox and the astronomical full moon fell on March 20, but since the Church's equinox is fixed at March 21, that full moon did not count as the Paschal Full Moon under the ecclesiastical rule, and Easter was instead observed on April 21, following the next full moon. This is a genuine, if rare, way the ecclesiastical calculation can differ from what a purely astronomical calculation would produce.

Western vs. Eastern Orthodox calculation

Western churches (Catholic and Protestant) apply this rule using the Gregorian calendar's leap-year system, adopted in 1582. Many Eastern Orthodox churches still calculate the same underlying rule using the older Julian calendar, which has a different (and, by now, less accurate) leap-year pattern. That difference in calendars, not a different theological rule, is what usually puts Orthodox Easter one to five weeks after the Western date. A 1923 congress of Eastern Churches adopted a modified calendar for other purposes, but a variety of practices for Easter's date remain among Orthodox churches to this day. See our Easter date calculator for both dates side by side in any year, or the full year-by-year table.

Working example: how 2026's date was found

Applying the rule above to 2026: 2026's position in the 19-year lunar cycle (Golden Number 13) places the ecclesiastical Paschal Full Moon on a specific date after March 21; the first Sunday following that full moon is April 5, 2026. Every year's date is found the same way; only the position in the 19-year cycle, and the resulting full-moon date, changes.

Frequently asked questions

What determines the date of Easter?
Easter Sunday is the first Sunday after the Paschal Full Moon, which is the first ecclesiastical full moon on or after the Church's fixed spring equinox date of March 21. The rule was set at the First Council of Nicaea in 325 CE.
How is Easter calculated each year?
A year's position in the 19-year lunar (Metonic) cycle, known as its Golden Number, determines that year's ecclesiastical Paschal Full Moon date. Easter Sunday is the first Sunday after that date. Modern calculators use an equivalent algorithmic formula rather than looking the date up in a printed table.
Why isn't Easter based on the real, astronomical full moon?
The Council of Nicaea wanted Easter's date to be predictable far in advance without relying on year-to-year astronomical observation, so it fixed both the equinox (March 21) and the full-moon dates (via church tables) rather than tracking the Moon's true position. The two are close but not always identical.
Why do Western and Orthodox Easter fall on different dates?
Both follow the same underlying rule (first Sunday after the Paschal Full Moon after the equinox), but Western churches apply it using the Gregorian calendar while many Eastern Orthodox churches apply it using the older Julian calendar. The calendar difference, not a different rule, is what usually separates the two dates by one to five weeks.
What is the Golden Number?
A year's position in the 19-year Metonic lunar cycle, found by adding 1 to the year and dividing by 19 (the remainder is the Golden Number, or 19 if there is no remainder). It was the traditional key for looking up that year's ecclesiastical full moon in a printed Easter table.
Can Easter ever fall on the same day as the astronomical full moon?
It can fall close to it, but the ecclesiastical calculation uses tabulated church dates for both the equinox and the full moon rather than tracking their real astronomical timing, so a small mismatch is normal and, in some years like 2019, can shift the result by an entire lunar month.
Does using this page or the calculator send any data to a server?
No. The calculator on the homepage computes every date locally in your browser using the formula described above. See the privacy policy for the full explanation.

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