At the end of February this
year, in addition to all of the other unusual calendrical and astronomical
events that are happening, we will also experience a Leap Day. But,
not any ordinary Leap Day! February 29, 2000 will be quite a remarkable
occurrence, one which none of us will see again in this lifetime.
Sure, you may think that Leap Years happen with regularity every four years,
but not so.
According to the Gregorian
calendar (the calendar the world defers to as standard) a Leap Year only
occurs on years that may be divisible by four, and not on a turn-of-the-century
year. Yet, the year 2000 CE is a turn-of-the-century year, so why
does it contain 29 days in February? It is because there seems to
be one small exception to every rule, and the exception in this case is
that a Leap Year may only occur in years that end in a double zero that
are divisible by 400. Therefore this is the first turn-of-the-century Leap
Year since the year 1600 CE!
And, if you'd like to get
really picky and precise, it is the very first
turn-of-the-century Leap Year
ever for North Americans! This is because the "colonists" did not
accept the Gregorian calendar for their new settlements until the year
1752. Of course, the next turn-of-the-century Leap Year will happen
in 2400 CE, unless they come up with yet another calendar system by then.
After all, I just bet that in what we now refer to as the 6th Century,
a little Roman monk named Dionysius Exiguous (aka: Dennis the Short...)
had no idea we would be making this much fuss over the calendar he designed!
Bright Blessings! ~SHE
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