What did I miss? In limerick form, please.
Jayne ,'The Train Job'
Spike's Bitches 26: Damn right I'm impure!
[NAFDA] Spike-centric discussion. Lusty, lewd (only occasionally crude), risque (and frisque), bawdy (Oh, lawdy!), flirty ('cuz we're purty), raunchy talk inside. Caveat lector.
There was a poster named Cow
Who wanted updates - and how!
He grew quite irate
Because the hour was late
And everyone'd left for now.
There was various good news and sucky,
And vw bug was quite plucky,
Cool pictures were seen,
Some math turned me green,
Gothic Charm School clothing is ducky!
(What can I say, I'm crappy at limericks but couldn't resist the challenge. I think this works, but I'm not quite sure of the definition of ducky in this context. It rhymes, though!)
eta: Apparently, I'm crappy at formatting and seeing what post I'm in, too.
Bravo.
Has anyone ever interviewed with Kaplan before? They liked my audition enough, apparently. I have a twenty-minute phone interview in the next couple days, and I could really use a job that actually pays well.
Also, I totally cooked spaghetti with chicken on Saturday. Be proud of me.
There once was a husband named Pete
Who made Gothic Charm swag so sweet
That when P-C missed out
All he could do is shout,
"That stinks, like ass--sauteed in feet."
Don't suppose Hil's still lurking?
I'm here, Emily.
Yaaay! Ahem. Last question, I promise. Why is the group of permutations of {1,2,3,...n} non-abelian for n > 2? There doesn't seem to be anything in the chapter to give me an indication of why things are nonabelian -- just tells me that they are. And occasionally that it's lovely that they are (amusing, but not helpful).
(I'm having some musings about rotation composed with reflection being different the other way around, but nothing really concrete.)
To show something's nonabelian, usually the simplest way is just to find two non-commuting elements. So, if n is greater than 2, then you know that, at the very least, it has (12), (13), (23), (123), and (132). If you try out a few combinations of those, you'll probably find a pair that doesn't commute.