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The display list is Flash Player s API for compositing graphics. Display lists are trees of display objects, with the stage at the root. Besides adding display objects to and removing them from a display list, you can change their depth and reparent them. Various display classes provide different sets of functionality for different purposes. The base display class is DisplayObject.

Figure 8-9 Percentage point of the distribution. (a) The percentage point 2 ,k . (b) The upper percentage point 2 18.31 and the lower percentage point 2 3.94. 0.05,10 0.95,10

to nest children. In your own code you must use concrete display classes that extend these base classes, like

2 0.05,10 2

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lash Player 10 brings DisplayObject into the third dimension, letting you make 3D compositions with just a few lines. Between Flash Player 10 s native 3D capabilities and several good software 3D libraries available, 3D has become a xture of the Flash platform. In this chapter, you ll learn about Flash Player 10 s 3D capabilities and its limitations. You ll also learn the basic way to add 3D effects. There are additional 3D capabilities that support lower-level code and require more math; these will be covered in 34, Geometric and Color Transformations, and in 40, Advanced 3D. On the other hand, this chapter introduces 3D concepts without too much of the mathematics and theory behind them. You can get plenty of impressive 3D effects with the intuitive API covered here. I ll also introduce a few widely used ActionScript 3D libraries and compare their features so that you can determine which approach is best for your project, and know where to go for more information.

0.05 3.94

flash.display .DisplayObject flash.display.Stage flash.geom.Vector3D flash.geom .PerspectiveProjection

Conversely, a lower 5% point of chi-square with 10 degrees of freedom would be 2 0.95,10 (from Appendix Table III). Both of these percentage points are shown in Figure 8-9(b). The construction of the 100(1 )% CI for 2 is straightforward. Because X2 is chi-square with n 1n 12S 2

12S 2

FP10. This chapter covers features found in Flash Player 10 and later, with the exception of any discussion of ActionScript 3D libraries, which may run in Flash Player 9.

12S 2

Up to this point, you ve seen the display list and Flash Player s coordinate space as at; two-dimensional. Display objects can have a position, scale, rotation, and even a stacking order, but they can t escape the fact that they all exist on a at plane. Of course, when you think of it, your screen is a at plane, and what you think of as a 3D scene is really just a at image rendered with the simulation of depth. This trick of rendering is not new, having been incorporated by artists in the 15th century; the trick is called perspective. Regardless of its age, Flash Player only adopted this trick in version 10.0. And believe it or not, drawing in three dimensions does come down to this one trick.

If s2 is the sample variance from a random sample of n observations from a normal distribution with unknown variance 2, then a 100(1 )% con dence interval on 2 is 1n 12s2

27. J. Hill, R Szewczyk, A. Woo, S. Hollar, D. Culler, and K. Ester. System architecture directions for networked sensors. In 9th ACM International Conference on Architectural Support for Programming Languages and Operating Systems, 2000. 28. 0.Holder, I. Ben-Shad, and H. Gazit. Dynamic layout of distributed applications in FarGo. In 21st Intemtional Conference Software Engineering, 1999. 29. B. Hong and V. K. Prasanna. Constrained flow optimization with applications to data gathering in sensor networks. In First International Workshopon Algorithmic Aspects of Wireless Sensor Networks (AUOSENSORS), July 2004. 30. B. Hong and V. K. Prasanna. Optimizing system life time for data gathering in networked sensor systems. In Algorithms for wireless and Ad-hoc Networks (A-SWAN) (Held in conjunction with MobiQuitous 2004),August 2004. 31. S. S. Iyengar and R. R. Brooks, editors. Distributed Sensor Networks, Chapman & HalVCRC, Boca Raton, December 2004. 32. S. S. Iyengar and L. Prasad. A general computational framework for distributed sensing and fault-tolerant sensor integration. IEEE Transactions on Systems, Man and Cybernetics, 25(4):643-650,April 1995.

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