wispfox: (distracto-ferret!)
wispfox ([personal profile] wispfox) wrote2005-09-26 02:35 pm
Entry tags:

[geeky, day]

I'm oddly disappointed that I will no longer be a cube (agewise) tomorrow. Sure, I still have a birthday which falls on the 33 day of the 32 month of the year, but I won't be 33 anymore! I'll be a _boring_ number... (which means I'm going to have even more trouble remembering my age, dammit!)

[identity profile] aussie-nyc.livejournal.com 2005-09-26 06:41 pm (UTC)(link)
28 = 1 + 2 + 4 + 7 + 14

A perfect number...
randysmith: (Default)

[personal profile] randysmith 2005-09-26 06:42 pm (UTC)(link)
If you're not going to be 3^3 anymore, that means you're going to be
perfect. Doesn't that make up for it a little bit?

[identity profile] dancingwolfgrrl.livejournal.com 2005-09-26 06:43 pm (UTC)(link)
You'll be 7*4, which is (3+4)*(3+1), and the difference between the four and the one is also three. Also, it's (3*3+3) + (4*3+4), which is kind of cool.
rosefox: Green books on library shelves. (Default)

[personal profile] rosefox 2005-09-26 06:45 pm (UTC)(link)
You have the same number of years as February has days! *)

[identity profile] bernmarx.livejournal.com 2005-09-26 06:56 pm (UTC)(link)
Twenty has 6 letters.
Eight has 5 letters.
Twenty eight is 2 words.

(6*5)-2 = 28.

Okay, now it's getting weird, but the easy ones have already been taken.

[identity profile] oonh.livejournal.com 2005-09-26 06:56 pm (UTC)(link)
there are no dull numbers (http://en.wikipedia.org/wiki/Interesting_number_paradox)

[identity profile] intenselaura.livejournal.com 2005-09-26 07:32 pm (UTC)(link)
What's Special About This Number? (http://www.stetson.edu/~efriedma/numbers.html)
drwex: (Default)

[personal profile] drwex 2005-09-26 09:06 pm (UTC)(link)
And a very happy many returns of the day to you.

[identity profile] metahacker.livejournal.com 2005-09-26 09:24 pm (UTC)(link)
You are wise beyond your years. I'd assumed you were older than me...

[identity profile] leiacat.livejournal.com 2005-09-27 01:11 pm (UTC)(link)
It's not a boring number!

In fact, it's perfect (http://mathworld.wolfram.com/PerfectNumber.html)!