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This statement increases the value of the counter i by one. Then the condition is checked again. Because i=1, the condition i<5 again becomes true. Then the counter is again increased by one, and the condition is checked. This continues until the counter reaches the value 5. When the value of the counter becomes 5, the condition i<5 becomes false, and the control comes out of the while loop. This is how the while loop is implemented in most of the programming languages, including Ruby. However, with Ruby things can always be done in a better and easier manner. The preceding four statements of the while loop can be represented in a single line as follows:

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Table 42-2 (continued)

although it is possible to use the same site previously created for the Dreamweaver Techniques, it s easier to create a second site specifically for dynamic applications.

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To simplify life in a complex world, it makes sense to apply past learning, to follow the lead of smarter and more experienced leaders, to remember how things have worked in the past, and to rely on those memories. For several billion years, our Earth has been in a state of

1. Determine the minimal polynomial for each conjugacy class in G F ( 8 )with respect to G F ( 2 ) . To do the multiplication, a representation of the field is necessary; we use the representation using primitive polynomial g ( x ) = x 3 x 1. Using the conjugacy classes we found before in G F ( 8 ) ,we obtain the minimal polynomials shown in Table 5.2. 2. Determine the minimal polynomial for each conjugacy class in GF(Z4) with respect to G F ( 2 ) . Use Table 5.1 as a representation. The minimal polynomials are shown in Table 5.3. 3. Determine theminimal polynomial for each conjugacy class in GF(2') withrespect to G F ( 2 ) . Using the primitive polynomial x 5 + x 2 1, it can be shown that the minimal polynomials are as shown in Table 5 4 .. 4. Determine the minimal polynomials in GF(4') with respect to G F ( 4 ) . Use the representation obtained from the subfield G F ( 4 ) = [O, 1 , a5, a"} c GF(16)from Table 5.1. The result is shown in Table 5.5.

Use the same hardware or software as you did in the previous task. Create a system description for this setup.

The net heat gain per unit area of a surface due to radiant heat exchange with other enclosing surfaces of the room can then be estimated by:

When a trader calculates moving averages of historic prices; builds support, resistance, and trend lines; analyzes price gaps; observes the appearance of trading patterns (Elder 1993); follows the Commitments of Traders Reports (Williams 2005); rationalizes the usefulness of volume and open interest (Shaleen 1991); or works in accordance with Fibonacci retracement levels, he always applies these calculations and techniques on past data. This past may include today s date but only after the market closes! From time to time there are markets that show a strong correlation between the closing price direction and a price move at a different time. For example, the wild card play (Hull 1997) is a situation in which an option is given to the party holding the short position based on the fact that the pit session for Chicago Board of Trade (CBOT) Treasury bond futures 123

As we continue the enumeration, we retrieve key names but ignore their class name information. We do this by setting the class name buffer and its size to NULL: