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position is 90 degrees, 9 o clock is 180 degrees, and 6 o clock is 270 degrees Degrees decrement as you move clockwise Based on the picture of the clock, you must select the angle where the arc begins to be drawn Likewise, you select the angle where the arc terminates Let s say that you want to draw a smile on the canvas A smile is an arc The starting point of the smile is at angle 180 (9 o clock) and the end point at angle 360 (3 o clock) It might take some trial and error, but you ll quickly learn to determine the proper angles to use when defining an arc to be drawn on the canvas Now with the theory under your belt, let s see how an arc is drawn from within a MIDlet You can draw two kinds of arcs an outlined arc and a filled arc In an outlined arc, only the circumference of the arc is drawn (like a smile) In a filled arc, the circumference of the arc is drawn, and the area within the center and the circumference is filled with the color of the graphic context used to draw the arc (a colored circle, for example) An outlined arc is drawn by calling the drawArc() method, and the filled arc is drawn by calling the fillArc() method Both methods require six parameters, all of which are integers The first two parameters set the coordinates for the upper-left corner of the rectangle that contains the arc (x1, y1) The next two parameters are the width and height of that rectangle (x2, y2) The fifth parameter is the start angle, and the last parameter is the end angle of the arc The rectangle is used as a reference when drawing the arc The rectangle is not drawn on the canvas.

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Two listings are presented here, showing how to draw an arc within a MIDlet Both programs perform basically the same task, except Listing 7-11 draws an outlined arc (see Figure 7-7), with the JAD file in Listing 7-12; while Listing 7-13 draws a filled arc (see Figure 7-8) Listing 7-14 contains the JAD file for Listing 7-13 The outlined arc is a smile using the default color The filled arc is a half circle colored red Let s begin with Listing 7-11 This listing begins like other listings in this chapter, by declaring references to instances of the Display class and MyCanvas class, which is defined within the MIDlet Instances are assigned to these variables in the constructor The rest of the ArcExample class definition follows the structure used in other classes that we ve discussed previously in this chapter Most of the action in Listing 7-11 and Listing 7-13 occurs in the MyCanvas class definition The class definition begins by declaring references to the Exit command and an instance of the ArcExample class The Exit command and the CommandListener are then associated with MyCanvas in the constructor of the MyCanvas class The paint() method definition is where the MIDlet draws the arc by calling the drawArc() method First the rectangular area of the canvas that will contain the arc is

Remember, JavaScript is case-sensitive If you capitalize a letter when you first define a variable, you must also capitalize that letter every time you refer to it

Figure 7-7

The Authentication Header2 is one of the general extension headers defined for IPv6; it is identified by the value 51 in the Next Header field (see Table 3-2) of the previous header Normally, it is inserted between the IPv6 header and the upper level payload, as shown in Figure 8-1 The format of the AH header (depicted in Figure 8-2) is simple; it is composed of a 64-bit fixed part followed by a variable number of 32-bit blocks The fixed part contains the following: The value of the next type of payload in the daisy chain of headers (8 bits) The Payload Length that is, the total length of the authentication data expressed as a multiple of 32-bit words (8 bits)

defined by the first four parameters to the drawArc() method The upper-left corner is at x, y coordinate 0, 0 The lower-right corner is calculated based on the size of the canvas The getWidth() method and the getHeight() method return integers that represent the width and height of the canvas, which you learned about previously in this chapter The last two parameters of the drawArc() method specify the angle where the device begins drawing the arc on the canvas and the angle representing the end point of the arc Drawing begins at the 180-degree angle position, which is 9 o clock on the face of a clock Drawing continues counterclockwise until another 180-degree angle position is reached This is the 3 o clock position The definition of the paint() method in Listing 7-13 is nearly the same as Listing 7-7 s paint() method except that the paint() method in Listing 7-13 calls the fillArc() method instead of the drawArc() method Both methods use the same parameters

An operator does something, such as a calculation or a comparison between two or more variables The symbols used to do this (listed in Table 16-1) should look familiar because they are also used in simple mathematics One place you can use operators is in defining values of variables, as in the following example:

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