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gered when the VLAI rises or falls 4 percent from bottoms and peaks is shown in the section just before this one. It produced a gain of $266,272 for an annualized return of 16.24 percent, with 61 trades. The VL 20-dma strategy entailing trading as the VLAI crosses above and below its 20-dma produced a gain of $425,744 with an annual return of 19.50 percent with 201 trades. The two strategies combined meaning buy or sell at the first of the two signals given by the 4 percent move or the 20-dma crossover produced a total gain of $521,632, for an annualized return of 21.67 percent with 207 trades. The annual performance of this combined strategy was as follows: 2002 2001 2000 1999 1998 1997 1996 1995 1994 1993 46.7 % 42.7 % 14.4 % 19.7 % 58.3 % 26.7 % 21.3 % 18.8 % 10.4 % 4.5 %

The McGraw Hill Companies, 2010

Theseequations can be solvedfor To :243.0218 Tr : 241.3306 Tz:261.0991 Tt :281.0882 T+:330.4946

groups in different areas of emphasis. Middle, junior high, and senior high school teachers must try to attend to individual differences as they teach four or ve classes, with more than 100 students each day. In addition, teachers plan lessons and activities, read and critique student work, serve on committees, monitor lunches and recess, perform bus duty, advise extracurricular activities, meet with parents, and take part in school-sponsored professional development sessions.

How can we determine the x-intercept of the line representing the equation y = (1/3)x + 3 on the basis of the known slopes and the point data in Fig. 20-6 (As in Question 17-2, we can set y = 0 and then solve for x; but again, this exercise is meant to show how slope and intercept are related geometrically.)

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This graph has multiple edges between two vertices a feature we have not been allowing so far in this book, but one that is meaningful for this particular problem, since each bridge must be accounted for separately We are looking for a path that goes through each edge exactly once (the path is allowed to repeat vertices) In other words, we are asking this question: When can a graph be drawn without lifting the pencil from the paper The answer discovered by Euler is simple, elegant, and intuitive: If and only if (a) the graph is connected and (b) every vertex, with the possible exception of two vertices (the start and nal vertices of the walk), has even degree (Exercise 326) This is why K onigsberg s park was impossible to traverse: all four vertices have odd degree.

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One of the properties of the MenuStrip component is an Items collection, which is a collection of the ToolStripMenuItems belonging to the MenuStrip. For example, after the File and Edit menu items have been added, those menu items would belong to the Items collection of the MenuStrip. Figure 11-5 shows the Items collection listed in the Properties window of the MenuStrip component.

To put it in terms of our present concerns, let us de ne a search problem called E ULER PATH: Given a graph, nd a path that contains each edge exactly once It follows from Euler s observation, and a little more thinking, that this search problem can be solved in polynomial time.

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circumscription to the territory of a root, and factors that excite it. The mechanism is stretching, irritation, or compression of a spinal root within or central to the intervertebral foramen. The pain is sharp, often intense, and usually superimposed on the dull ache of referred pain; it nearly always radiates from a paracentral position near the spine to some part of the lower limb. Coughing, sneezing, and straining characteristically evoke this sharp radiating pain, although each of these actions may also jar or move the spine and enhance local pain; jugular vein compression, which raises intra-

We purposely used simple examples in this chapter so that you don't become confused as you learn how to write the If ...Then statement. Real-world ASP.NET applications make decisions more complex than those shown in this book. Let's look at a more challenging example of the If ...Then statement, one that is similar to those you'll find in real-world applications. Let's say that you built an ASP.NET web page that displays and processes an order form that requires a customer to enter country and postal codes among other information regarding the order. You probably want to have data validated on the client side and then have the ASPNET engine validate the data too. Here are the decisions that the ASP.NET engine must make: 1. Did the customer enter a country code 2. Did the customer enter a postal code

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