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This code checks to see if the GetValues( mycar ) returns anything prior to attempting to loop through the list. The code finally executes but does not quite operate the same as in the original ASP page.

Lights in 3D orbit and SHADEMODE do not display shadows, have no attenuation, and use a default light intensity instead of the light intensity specified with the LIGHT command. Materials in 3D orbit and SHADEMODE display the color/pattern material component only. 3D textures are not shown; neither are bump maps, opacity maps, refraction, and reflection. For more information, see 25. Here s how to set your display: 1. Choose Tools Options and choose the System tab. 2. In Current 3D Graphics Display, choose your graphics system (it s probably already selected) and click Properties. 3. In the 3D Graphics System Configuration dialog box, check Render Options. 4. Check the types of effects you want to display. You can choose to display lights, materials, and textures. 5. Choose one of the transparency options: high, medium, or low quality. 6. Click Apply & Close. 7. Click OK to close the Options dialog box. For information about how to attach a material to an object, see 25. Figure 22-24 shows a model with the Brassy Valley material attached, viewed with Gouraud shading.

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Syndrome Decoding for Standard Array Once we have calculated the syndrome, we need to identify the original codeword, which is the actual transmitted codeword, from

Figure 22-24: A model with Gouraud shading and the Brassy Valley material attached. (It looks better in color!)

In the previous examples, the code from List 17.1 was modified as each exception was thrown. The code finally runs in ASP.NET, but because arguments are passed by reference by default in ASP, the lineCount appears as 1 instead of 11 To correct this error, the printList method must be modified by adding the ByRef keyword before the counter:

the syndrome Because it helps in understanding the decoding concept, we introduce the standard array The standard array is the same as the array in the coset decomposition discussed in Subsection 211 whose elements are n-tuple words over GF 2 and the operation is an addition on GF 2 Let C be an n; k linear code Let v0 , v1 ; ; v2k 1 be the codewords of C No matter what codeword is transmitted under noisy circumstances, the received word r will be any of the 2n n-tuple words over GF 2 The decoding scheme at the receiver uses a rule to partition the 2n possible received words into disjoint subsets D0 , D1 ; ; D2k 1 such that the codeword vi is contained in the subset Di for 0 i 2k 1 Thus each subset Di has one-to-one correspondence to a codeword vi .

The drawing used in the following Step-by-Step exercise on shading a drawing, ab22-c.dwg, is in the Drawings folder of the AutoCAD 2002 Bible CD-ROM.

If the received word r is found in the subset Di , then r is decoded into vi Correct decoding is performed if and only if the received word r is in the subset Di that corresponds to the actual codeword transmitted The method to partition the 2n possible received words into 2k disjoint subsets depends on the coset decomposition concept Each subset contains one and only one codeword The partition is based on the linear structure of the code The 2k codewords of C are placed in a row including an all-zero codeword v0 0 0 0 0 in the rst left-most position From the remaining 2n 2k n-tuple words, an n-tuple e1 is chosen and is placed under v0 Next a second row is formed by adding e1 to each codeword vi in the rst row and placing the sum e1 vi under vi.

sub printList(item,ByRef counter)

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