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If you are using several views of your model, you should consider creating a paper space layout. Although paper space was designed for the needs of 3D drawings, it is often used for 2D layout as well. For example, if you want to show views of your model at different scales, paper space is indispensable. Paper space is a tool specifically for laying out several views of a drawing. It is analogous to creating a sheet of paper at the size you will plot on and placing views on the paper. You place the views by means of floating viewports.

This first part of this chapter explores some of the methods of migrating from ASP code to ASP.NET. The chapter then examines methods of using COM components based on both early and late binding techniques. The last part of this chapter covers some of the methods of deploying ASP.NET Web applications.

10.3 10.3.1

A layout provides a visual environment that lets you know what your plot will look like. By creating more than one layout for a drawing, you can create more than one plot for a single drawing. For example, you can create layouts at different scales for different sheet sizes.

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Another class of UEC codes is the Bl ECjSEC codes. The Bl ECjSEC codes correct l-bit burst errors in the X0 area having n0 -bit length, where l < n0 , as well as correct single-bit errors in the X1 area having n1 -bit length [NAMB03]. This UEC code type can be extended such that burst errors with larger lengths of L p l bits can be corrected in X0 as well as burst errors with lengths of p bits by applying the interleaving method of degree p to the Bl ECjSEC code. Code Conditions and Bounds The relation between the codeword and the corresponding parity-check matrix H of the Bl ECjSEC codes is shown in Figure 10.8. The matrix H is constituted by an r n0 submatrix HBEC and an r n1 submatrix HSEC . Theorem 10.9 A binary linear code, described by the parity-check matrix H, corrects l-bit burst errors in X0 and, in addition, corrects single-bit errors in X1 , if and only if: 1. 2. 3. 4. 5. E HT 6 0 for all E 2 EB BEC E HT 6 E0 HT for all E; E0 2 EB ; E 6 E0 , BEC BEC E HT 6 0 for all E 2 Eb , SEC E HT 6 E0 HT for all E; E0 2 Eb ; E 6 E0 SEC SEC E HT 6 E0 HT for all E 2 EB , and for all E0 2 Eb , BEC SEC

You draw in model space. Paper space is used to lay out a drawing. When you are in paper space, you can only view your drawing through floating viewports.

This chapter, which is available on the Web site for this book, covers the Mobile Internet Toolkit, which can be used to solve many of the problems that are associated with the diverse selection of mobile devices that are on the market today.

where EB and Eb are error sets of l-bit burst errors in X0 and single-bit errors in X1 , respectively. The proof of this theorem is left to the reader. Theorem 10.10 relations: An n0 n1 ; n0 n1 r Bl ECjSEC code satis es the following

To enter a paper space layout, simply click a layout tab. By default, AutoCAD displays the Page Setup dialog box, discussed later in this chapter. If you click OK or cancel the dialog box, you see that AutoCAD has automatically created one floating viewport through which you can view your model. An example is shown in Figure 17-1. The paper space icon confirms that you are looking at a paper space layout.

r ! min 2l, n0 , r ! log2 n0 l 2 2l 1 n1 , where min(x, y) means x if x or equal to z.

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