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oLive s visual interface gives you a beautiful way to create Web pages. But . . . (there s always a but, isn t there ) . . . no matter how terrific it is, the bare fact is that behind any Web page, lies plain, hard code. And, sometimes, or someday, you ll need to look into that code. Maybe you ll want to learn a tag in order to use it in a style sheet. Or maybe you ll want to try applying a nonstandard attribute to an object on your page. When that day comes, you can either bite the bullet and check the HTML reference guides and books to learn that tag, or you can see if the attribute you seek even exists. . . . Or you can discover the answer in just a few easy clicks within your own page layout or in either of the HTML interfaces right within GoLive. Seriously, just a few clicks. GoLive gives you two ways to peer into and work with this code behind your pages. One way is Source mode, which shows the raw HTML; the other way is Outline mode, which provides an easy-to-view and unique look at the HTML tags on your page. This chapter examines all of these interfaces, and how you can use them.

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3. If you want to delete the Fireworks-generated HTML file after the code is inserted, select the Delete File After Insertion option. This can help keep your site folder tidy. 4. Enter the path to the Fireworks HTML file or click the Browse button to locate the file. 5. When you re finished, click OK. Dreamweaver inserts the Fireworks HTML and graphics at the current cursor location.

This chapter described some common patterns that you can use to solve particular database design problems. For example, if you need to build a database that includes many-to-many relationships, you can use the pattern described in the section Many-to-Many Associations to implement that part of your relational database design. In this chapter you learned to model: Many-to-many relationships and multiple-object associations Repeated attribute associations Re exive or recursive associations Temporal data Logging and locking

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Table 20.2 Behavioural and cognitive features of BN, BED and EDNOS. Bulimia nervosa Binge eating Recurrent episodes of binge eating. On average, occurring at least twice a week for three months Inappropriate compensatory behaviours occur, on average, at least twice a week for three months Eating between episodes of binge eating tends to be highly restrictive Binge eating disorder Eating disorder not otherwise speci ed

Table 1.4. Some useful conversion factors Temperature Energy Pressure Radioactivity k = C + 273 1 J = 0.239 calories = 107 erg 1 t = 1.333 102 Pascal = 1.32 10 3 atmosphere 1 Ci = 3.7 1010 dps = 37 Bequerel

18. In this chapter, we have concentrated on transverse emittance growth, in large part because of the importance of transverse emittance to the luminosity of a collider. But longitudinal emittance cannot be ignored, for eventually dilution processes may lead to loss of particles from stable buckets. Derive an expression for longitudinal emittance growth analogous to Equation 7.112.

The gzip.GzipFile([filename[, mode[, compresslevel[, fileobj]]]]) function constructs a new GzipFile object. You must supply either the filename or the fileobj argument, although the file object can be anything that looks like a file such as a cStringIO object. The compresslevel parameter has the same values as for zlib module earlier in this section. If you don t supply a mode, then gzip tries to use the mode of fileobj. If that s not possible, the mode defaults to rb (open for reading). A GzipFile can t be open for both reading and writing, so you should use a mode of rb , wb , or ab . When you call the close() method of a GzipFile, the file object (if you supplied one) remains open. To further the illusion of normal file I/O, you can call the open(filename[, mode[, level]]) function in the gzip module. The filename argument is required, so the call looks very similar to Python s built-in open function:

When one operand is NULL and one is true, the expression will evaluate to NULL. When one operand is NULL and one false, the expression will evaluate to false.

FIGURE 16.17. Projection moire where fringes or a grating are projected onto a surface and viewed through a second grating.

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