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changes in chemical composition, while more gradational velocity boundaries are normally associated with phase changes that occur over a discrete vertical interval. Models for the bulk chemical composition of the continental crust vary widely because of the dif culty of making such estimates. McLennan & Taylor (1996) pointed out that the ow of heat from the continental crust (Section 2.13) provides a constraint on the abundance of the heat producing elements, K, Th, and U, within it, and hence on the silica content of the crust. On this basis they argue that on average the continental crust has an andesitic or granodioritic composition with K2O no more than 1.5% by weight. This is less silicic than most previous estimates. The abundance of the heat producing elements, and other incompatible elements, in the continental crust is of great importance because the degree to which they are enriched in the crust re ects the extent to which they are depleted in the mantle.

The parameters are, in the order shown, the desired base address of the requested allocation, the size in bytes of the allocation request, a flag that

P1: JYS WY022-38

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Next, the hard-coded strings are replaced with references to the constants defined in Constants.java:

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0. (g) Letd(x) = ( W ( x ) ,V ( x ) )(the GCD), so that W ( x ) = d(x)w(x) and V ( x ) = d ( x ) u ( x ) for relatively prime polynomials u ( x ) and w ( x ) . Show that N ( x ) = h ( x ) w ( x ) and M ( x ) = h ( x ) u ( x )for a polynomial h ( x ) = N ( x ) / w ( x )= M ( x ) / u ( x ) . (h) Show that h ( x ) w ( x )- d(x)w(x)P(x) = Q l ( x ) n ( x ) and h ( x ) u ( x ) - d ( x ) u ( x ) P ( x )= Q 2 b )n (i) Show that thereexistpolynomials s ( x ) and t ( x ) such that s ( x ) w ( x )+ t ( x ) u ( x ) = 1. Then show that h ( x ) - d ( x ) P ( x ) = ( s ( x ) Q l ( x ) t ( x ) Q 2 ( x ) ) n ( x ) . (i) Conclude that ( h ( x ) ,d ( x ) ) is also a solution. Conclude that deg(w(x)) = 0, so that only ( M ( x ), V ( x ) ) has been reduced.

1 2 1 2 1 2 2 2

class 2 (wear out limit = 150% of tolerances of class 1); class 3 (wear out limit = 150% of tolerances of class 2).

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To communicate a brand s DNA, go beyond traditional communication vehicles and use other strategic weapons design, music, cinema, photography, editorial, the Internet, whatever it takes.What Benetton has done, particularly evidenced in its store in Bologna, is to create a brilliant and innovative brand experience. In the future, for every brand, that will not be an option. It will be an imperative. (More on that later.) The other wildly innovative initiative, in my mind, is Benetton s communication research and development center, Fabrica.Virtually every corporation has centers devoted to research and development and coming up with new products.Why is it that more companies do not have R&D centers devoted to communication Perhaps an idea worth borrowing.

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