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The browser and operating system sometimes take further chunks of performance away from plug-ins like Flash Player for the sake of power consumption and other rst-class applications Executing ActionScript is just part of what goes into rendering a frame Flash Player must also put together the image you will see In most cases, Flash Player renders frames entirely with software, as opposed to 3D games and newer operating systems, which of oad much of this work onto your graphics card Because the images that you see are composed using your CPU, composing any one frame can take up a lot of time in addition to any ActionScript running For a great description of how Flash Player spends its time rendering a frame, see Sean Christmann s article at http://bitly/elastic-racetrack.

60 3-1

If you set the frame rate of a SWF le to 60 fps, Flash Player has just 1/60 of a second to draw each frame, or 1667 milliseconds If the system takes 25 milliseconds to render one of these frames, it s going to show up as soon as it can, around 8 milliseconds late Already, with one frame late, Flash Player isn t truly playing at 60 fps If a few frames come in late, you might see that the player s true frame rate is uctuating And if every frame takes 25 milliseconds to render, Flash Player will play at 40 fps, regardless of the fact that you asked for 60 fps In conclusion, the frame rate is not a guarantee, and it is not xed It controls how often Flash Player tries to render new frames, not necessarily how often it does.

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Many physical systems can be modeled by the same or similar random experiments and random variables. The distribution of the random variables involved in each of these common systems can be analyzed, and the results of that analysis can be used in different applications and examples. In this chapter, we present the analysis of several random experiments and discrete random variables that frequently arise in applications. We often omit a discussion of the underlying sample space of the random experiment and directly describe the distribution of a particular random variable.

Flash Player juggles two kinds of control ow: while it s rendering frames, it s also running ActionScript It s important to understand that for any given frame to render, all ActionScript for that frame must be completed If, for example, you ran the following code.

EXAMPLE 3-1

for (var i:int = 0; i < 500; i++) { myBlueShape.x = i; }

A voice communication system for a business contains 48 external lines. At a particular time, the system is observed, and some of the lines are being used. Let the random variable X denote the number of lines in use. Then, X can assume any of the integer values 0 through 48. When the system is observed, if 10 lines are in use, x = 10. In a semiconductor manufacturing process, two wafers from a lot are tested. Each wafer is classified as pass or fail. Assume that the probability that a wafer passes the test is 0.8 and that wafers are independent. The sample space for the experiment and associated probabilities are shown in Table 3-1. For example, because of the independence, the probability of the outcome that the first wafer tested passes and the second wafer tested fails, denoted as pf, is P1pf 2 0.810.22 0.16

EXAMPLE 3-2

the display object myBlueShape would not appear to move from the left edge of the stage to 500 pixels to the right. Instead, it would appear suddenly at 500 pixels. Because all available ActionScript code is executed before you see the next frame, you can t use synchronous code to make anything

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