Cartoon Love - Nerd Style
February 14th, 2007 by Anita Bath
As many of you know, I’m a bit of a nerd. I read some nerd books, I like nerd jokes, and used to have a nerdy job. Being a nerd, one of my favorite web comics is XKCD.
Randall Munroe, the genius behind XKCD, calls the site a “webcomic of romance, sarcasm, math, and language”. A logical mix indeed! He has a huge array of comics around love, so I’ve been waiting until Valentine’s Day to post my favorites:
Angular Momentum - by far, my favorite XKCD comic:

Useless - Finding a solution to mathematically explain love:

Grownups - if I wasn’t married, this would totally be me:

If you’ve never seen XKCD (and particularly if you like nerd/tech humor), I suggest you visit his site. If he has other romance/love related posts that you like better, let us know!
Happy Valentine’s Day everyone! ![]()



Thanks for stopping by my Sunflower blog!Welcome back anytime!
Happy Valentine’s Day!
I will Exercise for Comments!
Sunflower
You missed the newest xkcd comic. Check out their homepage today to see it, or go to http://xkcd.com/c223.html later.
Of course, it’s not as funny as the others. I love the spinning one…it’s sweet!
San Valentín…
Hoy es el dÃa de los enamorados, y bueno, me tomo el atrevimiento de ponerme mi sombrerito nerd y publicar este fabuloso chiste del grandioso Randall Munroe (pueden suscribirse a su RSS).
Angular Momentum
Hehe, ahora si.. Ya saben que se dice este …
love is physical chemistry
With Valentine’s Day! Love and be loved
My gosh! I have a Bachelor’s degree in math. All this math talk is making me hot. Get yer clothes off!
Happy Valentines Day Anita! Hugs and smooches to you and yours!
Damn, I want some playpen balls now.
Awesome site. Those cartoons are so me. Thanks!
Anthony
Journey Through Divorce
I was saving up for a new pair of shoes, but my new goal is a room full of plastic balls.
Who knew nerds were so funny?
That is so my fiance! He wears bracelets and draws on his sneakers.
The last formula is a Fourier transform which is used to compute the frequency response of a system from its signature in time. Since it is valid for any continuous function, it is valid for any value of “heart” and thus can be solved for based on different input.
No real point, just wanted to mention that for any other dorks.