**“For an interest to be rewarding, one must pay in discipline and dedication, especially though the difficult or boring stages which are inevitably encountered” ** - Mira Komarovsky

Any freshman will know that integral of (1/x) between 0 and 1 doesn’t converge. But integral of (1/x^2) between 0 and 1 does converge.But WHY ? Questions often , even as simple as this , are not given time and the outcome is - we spend most of our lives on answering somebody else’s questions rather than posing questions. A particularly nice way of looking at this convergence cropped up when Anupam gave this insight, while discussing Fourier Transforms.

If you train hard, you’ll not only be hard, you’ll be hard to beat. - Herschel Walker

Via Googleblog: Marissa Meyer on the future of search

[youtube https://www.youtube.com/watch?v=_bI_7_abwfI&hl=en&fs=1&w=425&h=344]