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Returns pixel color of image img at location p, using bilinear interpolation between pixels Returns pixel color of image img at location p, using nearest-neighbor to round position Returns the pixel location that this instance of the kernel is currently being run on Returns the size of a single pixel (not the size of the image) for an input image or output pixel; Flash Player returns <1.0, 1.0> Returns the aspect ratio of a pixel (for nonsquare pixels) for an input image or output pixel; Flash Player returns 1.0

In the layout of a printed circuit board for an electronic product, there are 12 different locations that can accommodate chips (a) If ve different types of chips are to be placed on the board, how many different layouts are possible.

float pixelAspectRatio(imagen/pixeln)

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(b) If the ve chips that are placed on the board are of the same type, how many different layouts are possible S2-9 In the laboratory analysis of samples from a chemical process, ve samples from the process are analyzed daily In addition, a control sample is analyzed two times each day to check the calibration of the laboratory instruments (a) How many different sequences of process and control samples are possible each day Assume that the ve process samples are considered identical and that the two control samples are considered identical (b) How many different sequences of process and control samples are possible if we consider the ve process samples to be different and the two control samples to be identical (c) For the same situation as part (b), how many sequences are possible if the rst test of each day must be a control sample S2-10.

And there you have, in a nutshell, everything Pixel Bender can do. The rest is up to your imagination!

In the design of an electromechanical product, seven different components are to be stacked into a cylindrical casing that holds 12 components in a manner that minimizes the impact of shocks One end of the casing is designated as the bottom and the other end is the top (a) How many different designs are possible (b) If the seven components are all identical, how many different designs are possible (c) If the seven components consist of three of one type of component and four of another type, how many different designs are possible (more dif cult) S2-11.

The concrete syntax of this program as modeled in GME is shown in Figure 5.6. Note that the the concrete syntax of the declarative part of the ATaG program is identical to the abstract syntax of the task graph. The programmer directly translates the task graph into the GME model by dragging, naming, and annotating the desired number of abstract tasks, data items, and channels into the modeling window. The ease of use this engenders is perhaps the most significant advantage of visual ATaG programming through GME. The GME model of the ATaG program for object tracking is shown in Figure 5.7. Again, the concrete syntax is identical to the abstract syntax.

The design of a communication system considered the following questions: (a) How many three-digit phone pre xes that are used to represent a particular geographic area (such as an area code) can be created from the digits 0 through 9 (b) As in part (a), how many three-digit phone pre xes are possible that do not start with 0 or 1, but contain 0 or 1 as the middle digit (c) How many three-digit phone pre xes are possible in which no digit appears more than once in each pre x.

In this section, I ll show how to load in a kernel s bytecode and get a Shader handle to the kernel. Once you have a Shader, I ll show the different ways to run it to generate or modify graphics. Then, with the kernel running, I ll show ways to interface with it.

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