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J.A.F. Team

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xccj

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It's March 14, abbreviated as 3/14. Which are the first three digits to pi, that mathematical constant that is of or relating to anything circular.

 

Pi = 3.14... uh, 3.141592654

 

(I can get it to the third digit, and my calculator can get it to the tenth digit. Obviously, my calculator is smarter... and I'm not even using my graphing calculator.)

 

So, yahoo, celebrate. More specifically, celebrate at March 14th, 1:59:26 (I don't think it matters if it's AM or PM, unless you use military time.) Yeah, I'm (checks clock) two hours late... but in some other timezone, I'm right there.

 

Woo hoo.

 

In other news, I have to go do osculation homework. Yahoo. :glare:

 

(And, yes, I am aware that this is the forth of fifth blog on the subject today... but whatever.)

 

:music:

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I was expecting you to say that. A true Pi day only happens on the fifteenth year of every millenium, but only if you exclude the time. So, in reality, I mistated that. It should have been "A true Pi day only happens once a millenium, excluding the time".

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Well, then, shouldn't there only be one true pi day?

 

March 14, 1592, at 6:53:59 AM?

 

In that case, we're a couple of centuries late.

 

:music:

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Actually, yes. My calculator only went to ten digits, and it rounded up, so when I tried a trick to give me more digits it obviously messed up, and when I tried to fix my mistake after checking your number in the topic, the server went all freezy on me.

 

And I think it would be at the 59th second, as the number sequence you put is 589, so the 8 would be rounded up...

 

:music:

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Doesn't the number of digits in Pi go on infinitely? It's been calculated to ten thousand places so far. So how can we be sure of an exact date that matches it?

 

:k::n:

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