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Printer Profile: This specifies the ICC color profile to use for the destination device When you select the Photoshop Manages Colors option, this setting defines the color profile that Photoshop uses as the destination color profile when preparing the image to print Rendering Intent: This specifies how Photoshop converts colors from the document s gamut to the printer s gamut When printing photos, you likely want to use Perceptual or Relative Colorimetric See the conversion options section earlier in this chapter for more details on the available options Proof Setup: This allows you to select either the current working color profile or the custom profile defined by View Proof Setup Custom Simulate Paper Color: If you select a CYMK-based device profile, this option simulates the slightly off-white property of actual paper according to the settings in the color profile.

Empty Container Tags: Deletes empty tag pairs with no code between them (such as <b></b>).

To clip an image, follow these steps:

Strategy for Detecting Hamiltonian Circuits Testing Many Circuits in Parallel with a Wiring Diagram A plan is now presented for testing whether or not a given path is Hamiltonian It is unique in that a great many circuits can be tested at once In an NP-complete problem the veri cation of a proposed solution is supposed to be the easy part, a class P problem; we now take advantage of this property Consider the wiring diagram in Figure 9-14, which assumes ve vertices The diagram can be extended to any number of vertices in a straightforward way A numerical identi er for each of n nodes in Figure 9-14 can be coded with k bits, where k = 1 + round[log2(n)] Because n is 5, k may be 3, since 3 bits are enough to count to ve This contributes nk lines (15 lines).

the preceding chapters). von Martial (1990, p. 112) &stinguishes three types of non-requested relationship as follows. The action equality relationship. We both plan to perform an identical action, and by recognizing this, one of us can perform the action alone and so save the other effort. The consequence relationship. The actions in my plan have the side-effect of achieving one of your goals, thus relieving you of the need to explicitly achieve it. The favour relationship. Some part of my plan has the side effect of contributing to the achievement of one of your goals, perhaps by making it easier (e.g. by achieving a precondition of one of the actions in it). Coordination in multiagent systems is assumed to happen a t run time, that is, the agents themselves must be capable of recognizing these relationships and, where necessary, managing them as part of their activities (von Martial, 1992). This contrasts with the more conventional situation in computer science, where a designer explicitly attempts to anticipate possible interactions in advance, and designs the system so as to avoid negative interactions and exploit potential positive interactions. In the sections that follow, I present some of the main approaches that have been developed for dynamically coordinating activities.

Inputs to the wiring diagram are labeled with the variables a to e; they are a sort of register that holds codes for vertices For example, abcde could be vertices 01234, as shown; returning to 0 completes the circuit Another example is: abcde could be 43120; returning to 4 completes the circuit The abcde portion (15 bits) in each word of nanoprocessor memory is assumed to be initialized with a code representing some sequence of n nodes, not necessarily a good sequence The words of a nanoprocessor or toggle memory might be initialized with permutations of vertices, some of which may be Hamiltonian circuits If this ideal sort of initialization is not convenient, as it might not be (discussed later), any arrangement of vertices could be used for initialization.

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For example, we could use convenient arrangements resulting from a binary count that is easy to instill in the technology at hand In such cases, vertices might repeat, for example, there might occur in the 15-bit count the sequence 01231 If a vertex.