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Smile offers an AppleScript implementation of regular expressions, which supports both ASCII text (MacRoman) and Unicode. Regular expressions (known as grep in the Unix systems) are the basic tools for most text-matching tasks, such as extracting a given substring or finding all the e-mail addresses contained in a file; therefore, they are useful in a wide range of situations. The Find dialog box understands regular expressions and is the best place to test a regular expression on text windows before using it in a script. The same Find dialog box works both in text windows and in Unicode dialog boxes. Next, try the Find dialog box: 1. Select Edit Find. This opens the Find dialog box. 2. Enter [0-9]+ as the Find string. 3. Enable the Regular Expression check box. 4. Click Find. This will find the next sequence of several (+) digits ([0-9]) in the front window. The script to perform the same task implies using the find text command. Make sure the dialog box just behind hr_book_samples is a text window, and execute the following line: find text "[0-9]+" in window 2 with regexp, string result and all occurrences Note that you can replace window 2 with a reference to a file. Figure 28-3 shows an example of a regular expression script statement that looks for Devanagari letters.

Figure 28-3. In Smile, the regular expressions understand Unicode. If you are curious to experiment further with regular expressions, you will want to have the list of the regular expressions metacharacters handy. You will find one in the pop-up list in the Find dialog box, on the right of the Regular Expression check box. Satimage s website provides exhaustive documentation on regular expressions. You can find it at www.satimage-software.com/en/reg_exp.html.

This second call of factorial() takes a value of 2 as a parameter. The if statement compares this value to 1 and, since 2 is greater than 1, executes the statement:

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Figure 2 13. Replacing a substring with replace() Now let s create a title-casing function named titleCase() to pass as the second parameter so that we can replace each hero s name with its title-case version. JavaScript will pass titleCase() the matched text, which we can refer to as m within the function block. There we ll chain invocations of slice() and

Smile includes an AppleScript PDF graphic library. This is the facet of Smile that you will explore most in the A Tutorial: Making a Tool to Add Text to an Existing PDF Document section. Here, you ll get a small taste of it first. In the hr_book_samples window, select the block shown in Script 28-1, and press the Return key. Script 28-1. set c to {250, 250} set r to 100 set i to first character of (system attribute "USER") BeginFigure(0) SetPenColor({1 / 8, 1 / 4, 1 / 2}) SetFillColor({1 / 4, 1 / 2, 1, 1 / 2}) CirclePath(c, r) DrawPath("fill-stroke") -- or: 3 TextMoveTo(c) SetTextSize(1.5 * r) SetTextFont("Courier") SetFillGray(1) DrawString("[h]" & i) DrawPath("fill") -- or: 0 EndFigure() Running this script will create the image shown in Figure 28-4. Alternatively, you can produce JPEGs, BMPs, PNGs (often an optimal solution for synthetic graphics), and so on, as well as Apple QuickTime movies.

num *= factorial( num - 1 );

Figure 28-4. By default, saving a drawing in Smile makes a PDF document. Here you are using Smile s graphic library: BeginFigure(0) prepares a default graphic window for drawing. SetPenColor and SetFillColor let you specify a color, either as RGB or as RGB-alpha (alpha being the opacity). In a PDF document, you define shapes (paths), and then you draw them usually in stroke mode or in fill mode. However, you have other options. Here CirclePath defines a circular path, with the center and radius as specified in pixels (1 pixel equals 1/72 inch), and then DrawPath draws it, using the current graphical settings such as the pen color and fill color. Finally, EndFigure is what terminates the PDF record and displays the final graphic in the default graphic window. Again, if you are curious about a particular term, select the term, and then press Cmd+Shift+F (or select Edit Find Definition). To open the documentation for the graphic engine, use the Help menu, and follow the links.

This statement calls factorial() yet again, passing num-1, or 1, as a parameter. The third call of factorial() is portrayed on the rightmost side of Figure 11-2. The third call of factorial() starts with an if statement. Since the input parameter was 1, the if statement fails. Thus, the recursion termination condition is reached. Now, this third call of factorial() returns a value of 1. At this point, the second call of factorial() resumes, completing the statement:

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