I’ve posted before about the number nine and will likely do so again.
This month’s post revolves around the once-in-a-year occurrence of two nine-days happening within two days of one another.
The first one was on Thursday, April 29. 4+2+9+2+0+1+0 = 18 = 9
The second one is today, Saturday May 1. 5+1+2+0+1+0 = 9
What’s really cool about it this year is that they bracket my birthday. Yes, my birthday is smack dab in the middle of two nine-days! For a nine-freak like me–that is monumental!
So when I realized that, I had to (you know, that OCD thing) figure out when my birthday last was, or will be again, a nine-day.
Guess what? Just last year, my birthday fell on a nine-day (which was before I was aware of how important nine seems to be in my life). Now, that might not seem significant (in fact, I doubt that ANY of this is significant to anyone but me), but 2009 was the year I was sucked into the world of Sunny and Nicolas and wrote the novel Watcher and half of its sequel. 2009 was the year I discovered I love to write.
So I think it’s pretty fascinating that my birthday was on a nine-day in a year in which my life took a much-needed change in direction.
The interesting thing about a specific month and day combining with a year to equal nine is that it only occurs periodically. Like, every nine years (seriously!).
So my birthday won’t fall again on a nine-day until the year 2018…Sure hope I’m still around then.
But back to nine-days and assorted odd facts relating to them:
The new moon occurred twice this year on a nine-day: January 14 & February 13. And that’s it for the year.
The full moon will occur only once this year on a nine-day: December 21, which also happens to be winter solstice. This seems to me to be a day that should be paid close attention to.
The only other oddity that I’d like to highlight is one that occurs in the upcoming leap year, 2012. This is a year that already has a number of people a bit nervous.
So not only is 2012 a leap year, but Leap Day, February 29, has it’s own significance. It is a nine-day!
It is quite rare for a day that occurs only once every four years to also be a nine-day. So rare that it will happen only twice in this century: 2012 and 2048.
2+2+9+2+0+4+8 = 27 = 9.
Let’s all hope the world as we know it, or something similar, is around in 2048, and that someone can do the math to notice that Leap Day is also a nine-day.