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dyslipidaemia and hypertension (Wajchenberg, 2000; Lafontan and Berlan, 2003; Despr s and Lemieux, 2006). However, the cause and nature of the association are poorly understood; it is still uncertain whether insulin resistance predisposes to central fat deposition or vice versa. Suggested factors include the delivery to the liver of high levels of free fatty acids (FFA), generated by active lipolysis in intra-abdominal fat that drains directly into the portal veins. High FFA levels are thought to interfere with glucose utilization, thus inducing insulin resistance, increased hepatic glucose output and hyperglycaemia (see 10). The notion that FFA derived from visceral fat can induce hepatic insulin resistance is supported by studies in dogs fed a high-fat diet that produced visceral obesity (Kabir et al., 2005). Excess FFA supplied to the liver also increases production of atherogenic lipids such as VLDL. Compared with adipocytes from lower-body fat depots, those from central or upper-body depots show more active lipolysis when stimulated with catecholamines and are less readily suppressed by insulin (Zierath et al., 1998). Moreover, visceral adipose tissue is more active lipolytically that subcutaneous abdominal

crystal lattice in three dimensions (a two-dimensional representation is shown in Figure 6.41). Miller indices provide a convenient way of identifying speci c three-dimensional locations for such planes in the lattice. They are de ned as the three intercepts (h, k, l) that a plane makes with the cell axes, in units of the cell edge. For example, if a plane intersects the cell axes a c at points a , b and c , the indices are given by h = a/a , k = b/b and l = c/c (Figure 6.41). Values for h, k and l are usually less than six for most crystals. Consider two such parallel lattice planes, each containing equivalent diffracting atoms and separated by a distance, d (Figure 6.42). Constructive interference between beams diffracted from successive planes occurs when there is an integral difference in between them (i.e. n , , 2 , 3 , etc.). In Figure 6.42 this condition is met when PQ + QR = n (6.12)

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In many applications, and particularly image reproduction, it is necessary to use a color appearance model in both forward and reverse directions. Thus it

if ( ( $n == 0 ) || ( $n == 1 ) ) return $n;

Best of all, the shortcuts work even when the toolbox is hidden. The only reason I even look at the toolbox is to monitor which tool is selected, so I don t get confused. Figure D-4 tells the whole, wonderful story. Press the appropriate key, as shown in the figure no Ctrl, Alt, or other modifiers required. Many of the shortcuts make sense. M selects the marquee tool, L is for lasso tool. But then there are the weird ones, such as O for dOdge, R for bluR, and my favorite, I for I-dropper.

We leave Salcombe using pilotage, rather than navigation (see 10), so apart from entering our departure in the log, I don t start my chart work until we reach waypoint number two GPS is to be my main means of xing our position, so I will be just plotting our GPS position on the chart every hour, with the occasional bearing to check the GPS This way, should we loose our GPS or it becomes inaccurate, we will never be more than an hour away from the last reliable x and it s from this position that I would start my traditional navigation (see Appendix A) It often makes sense to base the time of the hourly x on the changeover time of each page of the tidal atlas, rather than the top of the hour .

Instructions come in all shapes and sizes. Single sheets, booklets, CD, even things that look and feel like whole books. It s actually rare to come across a component or device that doesn t come with some sort of documentation these days.

Plastic Plastic Separation Both dry and wet processes can be used to separate one plastic from another in a recycling operation The most common wet separation methods are based on differences in density between particles of different plastics [1, 2, 10, 49] Density is a bulk property of the plastic Unfortunately, many factors beyond polymer type affect density Plastic particles can also show differences in surface properties Plastic plastic separation methods based on surface property differences include triboelectric separation [75] (a dry process) and froth otation [75] (a wet process) Density-based and surfaceproperty-based methods for separating a stream of mixed plastics are covered in the following sections Density-Based Wet Methods The most widely used and accepted techniques to separate mixed plastics are based on density because many plastics differ suf ciently in this material property [10, 49, 76, 77].

The FOR LOOP is most convenient for this kind of loop. It handles the counting for you. You are also guaranteed that the FOR LOOP will exit PL/SQL won t let you assign to the counter while the loop is in progress.

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