After a 35minute phone call to o2 (bunch of useless morons) this thread has cheered me up and made me LOL. =D
Splines are fine but the problem is that quadratic and cubic splines are subject to instability, and even oscillations; these tend to get worse with order, usually.
It is for this reason that I personally prefer the bezier-bernstein polynomials for interpolation purposes as not only is it parametrically defined but one is always assured of connectivity due to the "convex hull" property of such bezier paths.
I took a snap of the following for a 'friend' who is into Rolex, fountain pens, inks etc. Most of the stuff I seem to be writing these days is math related; any who, Newton's Divided Difference Interpolating Polynomial is also a rather nice approach and is particularly suited for use with computational approaches (i.e. implementation via a high-level programming language/MATLAB/Mathematica etc).
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