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Cider vinegar is produced from hard cider or apple wine, has a yellow hue and may be coloured further with caramel. Such ciders tend to have a relatively low acidity. Vinegars may be made from a range of other fermented fruits, taking on some of the character of the original base. Rice vinegar derives from the aceti cation of sake or its co-products. When compared with cider vinegar, rice vinegar tends to have a fairly low acidity and has a light and delicate avour highly favoured for oriental cooking because of its low impact on the avour imparted by the other materials in the dish. Molasses has been used as a base for vinegar production (though not extensively) as a mechanism for dealing with by-products of the sugar industry. Mead has been employed as a vinegar base, too. Spirit vinegar, sometimes called white distilled vinegar, is derived from alcohol obtained by the distillations of fermented sugar solutions. If legally permitted, synthetic ethanol is used, diluted to 10 14% ABV. It is colourless of course, but may be darkened by the addition of caramel. As is to be expected, this is the cheapest vinegar to produce and, accordingly, is the one that is most widespread for general use and, when diluted to 4 5%, for use in pickling.

Im ped'lIlce, 389-392. 394-395 driving point functions, 594-595 negative short-circui t transfer, 8 17 open-circuit impedance parameters. 813 short-circuit input. 8 15 two port network parameters. 813-814 Imped:lIlce-mmch ing.462 Impedance scali ng. 629 Independent cu rrent sources. 10 loop analysis of circ uits with , 119- 123 nodal analysis of circuits with o nly, 98-104 Independe nt sources. 8-10 first-order transient circuits with more than one,3 10 Norton's theorem analysis of circuits with dependent sources and, 199 Norton's theore m analysis o f circuits w ith on ly. 193-1 97 Th~venin's theorem analysis of circui ts with dependent sources and. 199- 203 Independent voltage sources. 10 loop anal ysis of circuits with only, 11 6- 11 9 nodal a nalysis of circuits with, 108-1 11 Inductance: mutual. 508-5 18 stray. 255 Inductors. 255-26 1 as :!ctive circuit elements, 8 ch ip, 270--27 1 Ie c hips/OTAs vS., 658 paralle l. 268-269 series, 267-268 specifications, 261-264 variable frequency-response analysis, 588-589 Initial-value theorem. 696--697 In phase. 385 Input admiltllnce. short-circ uit . 8 1 [ Input impedance. 389 open-circui t. 8 13 short-circui t, 8 15 In resonance, 608 Instantaneous power. steady-sl.lIe power analysis. 456-457 Insulated-gate fi e ld-effect transistors (IGFETs).

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Be able to determine the trigonometric and exponential Fourier series for a periodic signal and understand the effects of waveform symmetry on the coefficients of a trigonometric

Let s go Let s go! he cried, as other rafts closed in Herman looked back at the older man, who was paddling and smiling broadly Malik had own into Texas from Islamabad, Pakistan, for the gathering of like-minded, smart, competitive people He was not about to concede anything About 20 small rafts glided down the lazy river outside of San Antonio They held 40 men and women in town for a gathering of The Indus Entrepreneurs, or TiE, a high-tech trade group plugged into the New Economy Successful entrepreneurs from the Indus region of South Asia founded TiE in Silicon Valley in 1992 They came together to mentor and to support one another in their strange new surroundings They went on to foster a mighty culture of entrepreneurship By the fall of 2009, TiE claimed 12,000 members in 53 chapters in a dozen nations.

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The 3D Orbit feature is a fully interactive way to change your viewpoint in real-time. Using 3D Orbit is like orbiting the earth to view any continent or ocean below. When you enter 3D Orbit mode, you cannot use other commands. In this regard, 3D Orbit is like Realtime Pan and Realtime Zoom. Similarly, you can press Esc or Enter to exit 3D Orbit mode. You access the 3D Orbit options by right-clicking in the drawing area to display the 3D Orbit shortcut menu.

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