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I ll bet you didn t know that, if you re the average American, you used up 730 crayons by age 10. Or that Hallmark owns Binney & Smith, the company that owns Crayola. Or that when Hallmark first opened its doors, nearly a century ago, there were eight colors in a crayon box black, brown, blue, red, violet, orange, yellow, and green (what, no Burnt Sienna and Raw Umber ) and they cost a nickel. Today, Crayola crayons come in 120 colors. And these crayons are as popular as ever; in 1998, Crayola ranked as the number two top-selling toy, second only to Mattel s Hot Wheels.5 I don t know exactly what Crayola s market share is, and I m sure there must be other people who make crayons, but can you name another brand Ninety-three years after their introduction, Crayola s 100-billionth crayon rolled off the production line. And visualize this: Binney & Smith produces nearly 3 billion crayons a year, which if placed end to end would circle the earth more than six times. The Crayola brand name is recognized by 99 out of every 100 American consumers. ( What I can t figure out is who that hundredth person is.) And it s a global brand: Crayola crayon boxes are printed in 12 languages. The success of the Crayola brand owes much to its strong and consistent brand image: Crayola has always stood for color, fun, quality, creative development. Go to the Crayola website and you ll discover a

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There is a list style shortcut property that you can use to set list properties with one property assignment. You can use the list-style property to de ne the other list properties, as follows:

By definition,

Purpose Inherited Values Default Used In Place the list-item marker (bullet or number) relative to the content Yes inside (the content box), outside (same) outside Elements with display: list-item

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SECTION 5.3. Legendre s Equation. Legendre Polynomials Pn (x), page 177 Purpose. This section on Legendre s equation, one of the most important ODEs, and its solutions is more than just an exercise on the power series method. It should give the student a feel for the usefulness of power series in exploring properties of special functions and for the wealth of relations between functions of a one-parameter family (with parameter n). Legendre s equation occurs again in Secs. 5.7 and 5.8. Comment on Literature and History For literature on Legendre s equation and its solutions, see Refs. [GR1] and [GR10].

The semaphores of Program5.8 replace the coun variable in the original implet of mentation,theconditionalwaitsonthevalueofcountandthenotification changes in its value. An updated model to reflect the changesin the buffer implementation is shown below: Max = 5 Int = 0. .Max t1

SOLUTIONS TO PROBLEM SET 7.4, page 301 2. Row reduction of the matrix and of its transpose gives 8 2 2 0 5 19Z 0 and 8 16 2 0 2 4 1Z . 0 19] and [8 16 4]T,

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Differentiating S with respective to a and b in turn and setting each derivative to zero, we obtain, a g 2 - g = 0 a ( x g 2 ) - ( x g) = 0 where g= e bx y (c) (a) (b)

We shall look at each of these. drawing upon the expertise of Taylor and others as appropriate. However, there is one element of evaluation common to these areas that is worth considering separately. This fourth area for discussion is the cost effectiveness of telemedicine. We have referred throughout the book to the difficulty in demonstrating cost effectiveness (see, for example, Section 3.5) and we need to elaborate on the reasons why, and what we can do about it. The final query in our list is how do we interpret the results and here, as we shall see, there is still a measure of ambiguity. In considering our four areas we shall find they are underpinned by other fundamental characteristics, e.g. cost reduction, service integration, training etc., and we shall consider these from the various perspectives. These characteristics will surface again when we discuss the development and delivery of a full telemedicine service in Section 5.4. We give cross-references where appropriate.

1. Create a Constants class. a. Depending on which approach is taken to the replacement of constant keys in the JSP, you might also need to create accessors for each property constant. 2. Begin with a single, simple JSP. a. Keep in mind that you will be repeating these steps, so it is best to start simple and work your way up. b. Another equally valid approach is to go through your home page, then each page that is accessible from there and so on until you have covered all the pages. 3. Search for hard-coded keys. 4. Create a new constant in the Java class for each unique key. a. Keep in mind that if there are a lot of constants, say more than 30 or 40 as a rule of thumb, the constants should be grouped and split into separate classes. 5. Replace each hard-coded key with a reference to the appropriate constant. a. Or use an expression referring to the property. 6. Test the changes. 7. Continue with the next JSP, until all keys have been replaced with the constant.

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