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Kids can never understand why their parents like to draw with crayons as much as they do. The Crayon stroke in Fireworks captures that broken edge that gives realworld crayons character. The three Crayon presets are interesting to compare; if you look at the samples in Figure 8-10 and their details in Table 8-6, you see an obvious anomaly. The Rake preset has the smallest stroke size, but actually appears slightly thicker than both the Basic and Thick preset because the Rake preset uses four tips. It s as if you were simultaneously drawing with four crayons. With four tips, the lines overlap, and one tip can extend farther than the other three.

Although the options that you will always want to check are presented on the first page of the Print Setup/Page Setup dialog, you should also familiarize yourself with the options in the Properties section of the dialog.

As just discussed, Flash needs all actions to be placed within event handlers. There are two basic types of event handlers keyframes and event handler methods. When you place ActionScript code on a keyframe, it is executed when the playhead enters the frame. When you place code within an event handler method, the code is executed when the corresponding event occurs. There are many types of event handler methods, as you ll see in the section Event Handler Methods.

So, for example, if you want to have the color blue as the color for the ubiquitous computing phrase Hello, world! you would enter the following HTML code:

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Planning your multipledocument book project Creating and opening books Adding chapters to books Managing style sources across chapters Controlling page numbering, section variables, and chapter numbering Printing and exporting books

Part of the power of Dreamweaver s Validation feature comes from its extensive options. To get a full overview of all your options, see 4.

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Dynamic service creation: The ability to dynamically create and manage new service instances is a basic tenet of the OGSA model and necessitates the existence of service creation services. The OGSA model de nes a standard interface (Factory) and semantics that any service-creation service must provide. Lifetime management: Any distributed system must be able to deal with inevitable failures. In a system that incorporates transient, stateful service instances, mechanisms must be provided for reclaiming services and states associated with failed operations. For example, termination of a videoconferencing session might also require the termination of services created at intermediate points to manage the ow. We address this requirement by de ning two standard operations: Destroy and SetTerminationTime (within the required GridService interface), for explicit destruction and soft-state lifetime management of Grid service instances, respectively. (Soft-state protocols [20, 21] allow state established at a

Figure 9.20 Comparative 2-D Electrophoresis / MS approach to Proteomics. Proteins in two separate gels can be compared, differentially expressed spots identi ed, and identities con rmed by mass spectrometry (Reproduced from Pandey and Mann, 2000, Fig. 3).

Previous chapters used custom markers to represent different pieces of information on a Google Map. You ve even looked at generating your own custom icons using different images. One of the issues with the Google Maps marker system is that the markers themselves are not very flexible.

1. f [ P z has a factorization, if f (z) g(z)h(z) with g, h [ P z : If f (z) g(z)h(z), then g(z) and h(z) are factors of f (z) (a) f (z) g(z)h(z) is a non-trivial factorization of f z if both g(z) = 1 and = f (z) (b) f(z) g(z)h(z) is a trivial factorization of f(z) otherwise. 2. f(z) is reducible if f (z) has a nontrivial factorization f(z) g(z)h(z). 3. f (z) is irreducible if every factorization of f(z) g(z)h(z) is trivial; f(z) g(z)h(z) implies either g(z) f(z) or h(z) f(z). 4. Division algorithm for polynomials: If f(z), g z [ P z , there exist polynomials q(z) and r(z) such that f(z) q(z)g(z) r(z) with 0 deg(r) , deg(g); q(z) is the quotient and r(z) is the remainder of the division of f(z) by g(z).

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