F
Fone_Bone_2001
Guest
Oh, I see.Fone Bone 2001.
The Eastern Church using the old calendar calculates Pascha according to the actual, astronomical full moon and the actual equinox as observed along the meridian of Jerusalem and also applies the formula so that Easter always falls after Passover. So essentially Orthodox Pascha will always occur on the first Sunday after the first full moon following the Vernal Equinox after Passover. Gauss’ formula for the Paschal Full Moon reduces to Julian 20 March + (((YR MOD 19)*19+16) MOD 30).
The Gregorian method does not use the actual astronomically correct date for the Vernal Equinox, but March 21, and Easter sometimes precedes Passover (even by weeks). Gregorian Easter can never occur before March 22 or later than April 25.
So Orthodox Julian Pascha can be up to 5 weeks later than the Gregorian Easter. All that has to happen is to have a mismatch of the equinox to push it a month later, and then an additional week can occur because of Passover.
peltiertech.com/WordPress/calculating-easter/
moonwise.co.uk/neweaster.php
Are you absolutely certain that the calculations for Julian Easter begin with the astronomical equinox? The formula you gave said “Julian March 20” is the starting point… but Julian March 20 is Gregorian April 2, which is always well after the real/astronomical vernal equinox.
This link shows a table that lists side-by-side Gregorian Easter, Julian Easter, and “astronomical Easter” (i.e. Easter if the real northern hemisphere’s astronomical equinox and the actual full moon over the meridian of Jerusalem were used instead of ecclesiastical tables), and Gregorian Easter and astronomical Easter almost always coincide (they do differ every once in awhile), whereas Julian Easter and astronomical Easter are pretty much only the same if Julian and Gregorian Easter coincide as well.
Why is that?