On Sep 25, 2008, at 8:42 AM, MB Software Solutions General Account
wrote:
> lol! Gil, I'm amused by the phrase "increasing at an increasing
> rate..." Would there ever be a situation where it's "decreasing at an
> increasing rate." ??? <g>
Skip calculus class? Don't know the difference between a first and
second derivative?
-- Ed Leafe
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