Heortology : $b A history of the Christian festivals from their origin to the present dayKellner, K. A. Heinrich (Karl Adam Heinrich)
Religion
Heortology : $b A history of the Christian festivals from their origin to the present day
Kellner, K. A. Heinrich (Karl Adam Heinrich)
Church year; Fasts and feasts
The Semites brought about the necessary adjustment, not by leap-years,
but by the insertion of an additional month. For example, eight solar
years have a total of 2920 days, not counting the addition days of leap
years. The same number of days make up ninety-nine lunar months, or, in
other words, eight lunar years and three intercalary months, are equal to
eight solar years. Thus, in eight years, three additional months must be
introduced, making the number of days almost equal with the days of eight
solar years, except for a small discrepancy, caused by the additional
day in leap year. When these additional days had reached the number of
thirty, they could be accounted for by the introduction of a further
additional month. In regulating these points, the equinoxes were of the
utmost importance, and, in the second place, the ceremonial oblation of
the first fruits.
If it was evident that the month Nisan would terminate before the vernal
equinox—its beginning and middle had to precede the equinox, as well as
the _quarta decima lunæ_—and if the barley was not in ear by the 14th,
then it was considered the discrepancy had to be set right. This was done
by prolonging the last month of the expiring year, Adar, for twenty-nine
days longer than usual. In other words, an additional month was added to
the year, designated merely as Veadar. This was the intercalary month.
This, happening thrice in eight years, brought the lunar and solar
years into agreement by a very simple expedient. The equinox could be
controlled by help of the Zodiac, for, on the 20th March, the sun enters
Aries, and, on the 23rd September, Libra.
Had the Jews followed out this method scientifically, _i.e._, had the
introduction of the intercalary months followed fixed laws and been
ruled by astronomical observations and calculations, then, though still
difficult, it would have been possible to make the Jewish Calendar
synchronise with others. But the introduction of these additional days
was, so to speak, arbitrary and dependent upon the good pleasure of the
priests. Thus we can never say for certain that such and such a year was
a leap year with the Jews, and accordingly no date in the past can with
certainty be made to synchronise with a date in the Julian or any other
Calendar.[106]
Public-domain text, read in full here on John Shaqi.
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