This method of marking the cycle of
machzor gadol (that is, using the 25th of March) was invalidated in 1582 when the
Julian calendar was replaced by the
Gregorian calendar by decree of
Pope Gregory XIII. The calendar was adjusted to allow for
Easter to be celebrated in the appropriate time according to an agreement reached at the
First Council of Nicaea in 325 CE. To recalibrate the calendar, two adjustments were made: • Ten days were removed in order to compensate for the incorporation of excess days since the establishment of the Julian calendar. • A method to avoid further incorporation of excess days was put into place, whereby February 29 would be skipped according to a particular
algorithm. The last day of the Julian calendar was Thursday, 4 October 1582 and this was followed by the first day of the Gregorian calendar, Friday, 15 October. Thus, while the halachic vernal equinox occurred on March 25 until 1582, in 1583 it occurred on April 4 in countries that had accepted the new Gregorian Calendar. Nevertheless, other counties did not accept the Gregorian calendar right away; English accepted it on 1752, and some Eastern Orthodox churches continue to use the Julian calendar to this day. For establishing the dates of the Jewish calendar, an algorithm is used that is more accurate than the Julian calendar, although not quite as accurate as the Gregorian calendar. However, since the computations of the seasons was something that the Sages wanted everyone to understand, they used the less accurate computation identical to the Julian calendar. Thus, the Jewish calendar was not modified. As a result, the
halachic vernal equinox has been shifting slightly forward in the Gregorian every century. • In 1609, the halachic vernal equinox was on April 4 • In 1709, the halachic vernal equinox was on April 5 • In 1809, the halachic vernal equinox was on April 6 • In 1909, the halachic vernal equinox was on April 7 • In 2009, the halachic vernal equinox was on April 7 • In 2109, the halachic vernal equinox will fall on April 8 • In 2209, the halachic vernal equinox will fall on April 9 • In 2309, the halachic vernal equinox will fall on April 10 The
halachic equinox usually jumps a day every century because the algorithm that established the Gregorian calendar dictates that leap years do not occur in years divisible by 100, unless also divisible by 400. Jewish law, however, provides keeps the original computation. There was no shift between 1909 and 2009, however, because of the exception regarding years divisible by 400; thus, the year 2000 did contain a February 29 and no compensation was necessary. The table at right depicts all the vernal equinoxes from 1981 to 2009, two years in which
Birkat Hachama occurs; note that the equinox does not occur at sunset (time=0) on the fourth day (Tuesday) any other years in the entire 28-year cycle. The
halachic year of 365.25 days is equivalent to 52 weeks, 1 day and 6 hours. This means that any given date will, three times out of four, appear a day later in the calendar week in a subsequent year. For example: • July 3, 1932 was on Sunday • July 3, 1933 was on Monday • July 3, 1934 was on Tuesday • July 3, 1935 was on Wednesday July 3, 1936, however, was on a Friday and not a Thursday because the six hours that accrued over each of the four years effectively adds another calendar day (i.e. 6 hours × 4 years = 24 hours = 1 day).
Halacha maintains that the Sun was created in the position of the vernal equinox immediately after sundown on the fourth day of the week of Creation, which is equivalent to sunset on Tuesday of that week. If that is considered time zero (t=0), and subsequent years' vernal equinoxes occur one day and six hours later, it would appear as follows: • Year 1: Day 4 at sunset (Tuesday) • Year 2: Day 5 at midnight (Thursday) • Year 3: Day 6 at sunrise (Friday) • Year 4: Day 7 at noon (Saturday) • Year 5: Day 2 at sunset (Sunday) • Year 6: Day 3 at midnight (Tuesday) Every four years sees a jump of an additional day because the four six-hour periods sum to a full day. This is somewhat similar to a solar leap year occurring every 4 years to account for the four quarter days that accrued at a rate of a quarter day per year. Although the proper time for the blessing would be at sundown on Tuesday April 7, the Sun is no longer visible at sundown; the blessing is therefore delayed until the following morning. The 28-year cycle is based on a solar year of 365.25 days, which is only nearly precise. The Hebrew calendar itself uses a solar year of 365.2468222 days, but utilizes the less precise approximation of 365.25 for Birkat Hachama so that the blessing might occur with some frequency. See also
Hebrew calendar: Accuracy. ==How the date is calculated==