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Is it a show about nothing or one of the greatest TV series of all time? It's both, of course! Seinfeld's impact on popular culture was so profound that it continues to this day-years after it left prime time-thanks to its inimitable characters (Newman! Bubble Boy!), its wacky, memorable plots (who can forget \"The Contest\" or \"The Puffy Shirt\"?), and the many catchphrases we use regularly (not that there's anything wrong with that).Seinfeld FAQ is the first-ever comprehensive guide to the sitcom, tracing its path from modest beginnings to water-cooler-show status and to its infamous, love-it-or-hate-it finale. This humor-filled reference tells all about Jerry, Elaine, George, and Kramer, as well as the other unforgettable characters in their world. It features season-by-season episode reviews and a wealth of fun facts about everything from the characters' inevitably doomed relationships to their food obsessions and fashion sense (or lack thereof) as well as profiles of actors and other notables.Broad in scope and yet obsessed with detail (like the show itself), this FAQ is essential reading for anyone who wants to be master of the Seinfeld domain.

Recent experimental and analytical research has shown that higher in-fluid quality factors (Q) are achieved by actuating microcantilevers in the lateral flexural mode, especially for microcantilevers having larger width-to-length ratios. However, experimental results show that for these geometries the resonant characteristics predicted by the existing analytical models differ from the measurements. A recently developed analytical model to more accurately predict the resonant behaviour of these devices in viscous fluids is described. The model incorporates viscous fluid effects via a Stokes-type fluid resistance assumption and ‘Timoshenko beam’ effects (shear deformation and rotatory inertia). Unlike predictions based on Euler-Bernoulli beam theory, the new theoretical results for both resonant frequency and Q exhibit the same trends as seen in the experimental data for in-water measurements as the beam slenderness decreases. An analytical formula for Q is also presented to explicitly illustrate how Q depends on beam geometry and on beam and fluid properties. Beam thickness effects are also examined and indicate that the analytical results yields good numerical estimates of Q for the thinner (5 μm) specimens tested, but overestimate Q for the thicker (20 μm) specimens, thus suggesting that a more accurate fluid resistance model should be introduced in the future for the latter case.