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Change the button image for the Over state. Repeat steps 5 and 6 for the Down frame and the Hit frame.

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Many applications of sensor networks (eg, tracking of moving targets) require a speci c class of sensor networks that provide sensing coverage, that is, every point of a geographic area must be within the sensing range of at least one sensor node A simpli ed formal model assumes that every node N has the same sensing range, which is a circle with radius Rs centered at N Thus, for a sensor network covering an area A, the union of the circular sensing ranges of all network nodes must at least contain the area A In a similar way, a simpli ed formal communication model can be de ned by using a unique communication range Rc .

The communication network, which is often referred to as the unit-disk graph, has a bidirectional communication link between any two sensor nodes X and Y, if and only if the Euclidean distance between X and Y is less than Rc Xing et al [6] investigated properties of greedy routing algorithms in sensing covered networks having the double-range property, that is, Rc/Rs ! 2 Focus on this special class is motivated by the geometric analysis from Wang et al [7], which showed that a sensing covered network is always connected if it has the double-range property The geometric analysis and simulation results from ref [6] demonstrate that greedy geographic routing is a viable and effective routing scheme in sensing covered networks, and it turns out that the range ratio Rc/Rs has a signi cant impact on the quality of greedy routing in sensing covered networks.

The qualitative properties of greedy routing in sensing covered networks may be expressed in terms of network and Euclidean dilation A subgraph H of G is termed a network t-spanner of G if the length (measured in hops) of the shortest path between any two nodes U and V in H is at most t times longer than the shortest path produced in G The value t is termed the network stretch factor of the spanner H Network dilation represents the stretch factor of a graph G relative to an ideal network.

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P4.12 Owners of a catering company also own a number of relatively small coffee shops, one of which shows excellent potential to increase its sales revenue. Selected annual operating figures are Annual sales revenue Cost of sales (40% of revenue) Payroll expense Other operating expenses $370,000 148,000 103,600 74,000

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The rst possibility is (+2 + 64)/ 6 10/ 6; the second possibility is (+2 8)/ 6 1. The quadratic formula will not handle the square root of a negative number. The square root of a negative number can usually be factored down to ( 1)1/ 2 , which, by de nition, is the imaginary number i, and is beyond the scope of this appendix. Example 2. Solve for E: E 2 3E 2 0. A 1, B 3 and C 2. Thus E (+3 9 + 8)/ 2. The rst possibility is (3 + 4.123)/ 2 and the second possibility is (3 4.123)/ 2. Thus E 3.562 or 0.562.

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For point-to-multipoint signaling con gurations, the requirements for signaling virtual channels are as follows:

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I should point out here that the Windows CE common controls that support the custom draw service do not need to be told by an application to enable their custom draw support. An application programmer might assume that some new control style must be added at creation time so that the control knows that its parent is interested in receiving custom draw notifications. But this is not the case. Controls send custom draw notifications by default. Applications decide to use the custom draw features by responding to these notifications. If the notifications are ignored by the parent window procedure, the service is effectively not used.

Existing if no further development is required ( Existing in the case where only a very limited update of the current deployment is required); Soft Dev when software developments are needed;