This is a math post.. Link rather... And folks who do not have a taste for it, don't blame me- you were warned!
I can't say I possessed a great liking for geometry at school, for whatever reason. Arithmetic was good (i am still in love with complex numbers), calculus was awesome. Algebra lost its charm later- maybe it got a little mundane, but for starters it was almost like solving some mystery ;) Trigonometry still leaves a bad taste as I think of the word. Computation is a word I learnt long after I had started liking it. Geometry on the other hand, and here I mean the Euclid kind of geometry, was one topic I developed a liking for after finishing school. As much as I hated the chapter on tangents and the 29 questions in the CBSE text, I loved geometry theorems after school... I still can't go past a new geometry result and resist the temptation to prove it.
(Ahem.. And if you are still thinking about the 29 questions- no I don't remember the exact number. I just conjured up a convincing one ;))
So when I came across this post on Pascal lines I thought I would post it for fellow math lovers to read... The beauty of geometry lies in its essential simplicity- who would have thought that one circle and some lines across it could result in Steiner points, Kirkman points and so many other points named after people*. AND Cayley lines. AND theorems with Cayley lines and Steiner points.. It is really all beautiful. Especially when I think about whether my circular pen stand and all the refills it holds form pascal lines and hexagons and blah de blah... (Curse my imagination, huh!)
Image Courtesy: http://talent.randomoriginal.com/2010/09/13/thats-all-folks-the-open-call-is-officially-closed
*Someday I should catch hold of some new points and name them after myself to leave an indelible mark in the math world :P