Public service announcement: Why Orthodox Easter differs from Catholic/Protestant Easter (no, it's not mainly due to the Julian calendar)
There have been a lot of threads asking this question recently, so I decided to write up a full explanation (which can be referenced every year).
First, let's debunk a myth right away. You may have heard that Orthodox Easter (Pascha) is later because the Orthodox have a rule that Pascha must be celebrated after the Jewish Passover. **This is false, we have no rule regarding Passover and it wouldn't explain the Catholic-Orthodox difference on most years even if we did.** Passover is an eight-day celebration (outside of the Holy Land) or a week-long celebration (in the Holy Land). On some years Orthodox Easter falls during that period, on other years Catholic Easter falls during that period, and on some years they both do. For example, in 2017, the Jewish Passover was from April 10 (Monday) to April 18 (Tuesday). Orthodox and Catholic Easters were on the same day, which was Sunday, April 16. So Orthodox Easter can obviously occur *during* Passover.
Yet this year, 2023, Catholic Easter is once again occurring during the Jewish Passover (the Passover is April 5-13 and Catholic Easter is April 9), while Orthodox Easter in a week later, on April 16. Why is Orthodox Easter after the Passover this year and not *during* the Passover (and at the same time as Catholic Easter) like it was in 2017? *Because the Passover has nothing to do with it.*
So, with that myth out of the way, let's talk about how the date of Easter is actually calculated. Both the Orthodox and the Catholics use the same formula, we just input different data into it. The formula is as follows:
**Easter is on the first Sunday after the first full moon that falls after (or on) the vernal equinox.**
We get different dates because we input different numbers for the vernal equinox AND FOR THE FULL MOON.
I wrote that last part in all caps because it's actually the full moon dates that create the most common difference in the dates of the two Easters (one week). Many people don't realize this, and will provide an incomplete explanation of the Easter date difference, saying something like this:
> "Orthodox and Catholics have different Easter dates because the Orthodox calculate it using the Julian Calendar and the Catholics calculate it using the Gregorian calendar."
This is only partially correct. Yes, we do use those two different calendars for deciding the date of the vernal equinox (which we then input into the formula above). Simply put, if you look at your average, ordinary wall calendar (or your Google calendar), the Catholics/Protestants count the vernal equinox as being on March 21 and the Orthodox count it as being on April 3. But wait... *this can't create a one-week difference between the Easters!* This can only create a month-long gap, and most of the time it doesn't actually matter. Let me explain:
- If there is a full moon *between* March 21 and April 3, the Julian-Gregorian difference matters, as the Catholics will use this full moon to calculate Easter while the Orthodox will wait for the next one, creating a month-long gap between the Easters.
- If there is no full moon between March 21 and April 3, both Churches will use the first full moon after April 3, so the calendar difference doesn't matter.
So this *should* result in identical Easter dates on most years. But instead, they are usually one week apart. Why? Because of the Lunar Tables. This is where the date of the full moon comes in.
The Lunar Tables are ancient or medieval spreadsheets that we use to calculate when the full moon supposedly occurs. Neither the Orthodox nor the Catholics use fully accurate ones. The difference between them is such that the "Orthodox full moon" is a few days later than the "Catholic full moon" (4 or 5 days to be exact, depending on the month and year). So, when the "Catholic full moon" is on a Friday for example, then Catholic Easter is the following Sunday, but that means that the "Orthodox full moon" is on the next Tuesday or Wednesday, so Orthodox Easter is a week later.
All of this put together basically means that there are 3 possible ways that the difference in Easter dates can play out, depending on the year:
1. If there is a full moon *between* March 21 and April 3, the Catholics will use this full moon to calculate Easter while the Orthodox will wait for the next one, creating a month-long gap between the Easters. This happened most recently in 2021 and will happen again in 2024.
2. If there is no full moon between March 21 and April 3, both Churches will use the first full moon after April 3, but then the different Lunar Tables come into play. If the "Catholic full moon" after April 3 falls on a Tuesday, Wednesday, Thursday, Friday, or Saturday, then Catholic Easter will be the following Sunday but Orthodox Easter will be one week later. **This creates the one-week difference that is the most common occurrence.**
3. If there is no full moon between March 21 and April 3, AND if the "Catholic full moon" after April 3 falls on a Sunday or Monday, then Catholic Easter AND Orthodox Easter will be the following Sunday, at the same time. This happened most recently in 2017 and will happen again in 2025.
And now you know!