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TIP Windows Server 2003 supports two types of logon names: the UPN and the down-level logon name. The latter is related to the Windows NT logon name you used to give to your users. If you are migrating from a Windows NT environment, make sure you use the same down-level name strategy (unless there are compelling reasons to change this strategy). Users will be familiar with this strategy and will be able to continue using the logon name they are most familiar with. Down-level logon names work mostly within a single domain whereas UPNs are mostly used to cross domain boundaries.

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approach, you don t really have to worry about the use of any Web items for this purpose. This does not mean that the Web items for Text can be replaced with basic text that you type in, but it does offer you a quick and easy approach to entering in some static text for your report headings. The options to adjust the look and feel of the information might include changing Font, Font Size, Bold, Italic, Align Left, Right, and Center, Text Color, and Background Color of the text. In addition to inserting and arranging Web items and texts, you can insert images, such as corporate logos, into your Web templates. These images are stored in the MIME Repository of the BI server. The system supports GIF, JPG, and BMP formats. To execute this option: 1. Position the cursor where you want to insert an image into the Web template. 2. Right-click and choose Insert | Image, as shown in Figure 4-1. 3. In the Edit HTML Element dialog box for the IMG tag, shown next, click the button with the ellipses, located to the right of the Source field, to access the images in the MIME Repository.

TABLE 1.3 Subdirectories of the Exchsrvr directory that are created during a typical installation of Exchange.

Poriiol Pivoting to elimination solve ProblemStotement. Use Gauss :2.0001 0.0003xr+ 3.0000x2 : 1.0000xr 1.0000.12 1.0000 * , ; r arr Note that in this fom.rthe first pivot element, : 0.0003,is very closeto zero.Then repeat the computation,but partial pivot by reversingtl'reorder of the equations. The exact is 'r1 : I /3 andxz : 213. solution by Solution. Multiplyingthe first equation 1/(0.0003)yields -r-f 10,000x2:6661 r ' which can be usedto eliminater1 from the secondequation: -9999x2: -6666

is limited to six charts, it is sufficient to help you understand the overall dashboard setup and architecture. I m hoping that this will pique your interest for what is in the next chapter once we really get into formatting and designing your dashboards.

Figure 6.7: Residual sequence from a single trial for the lter designed with Qh = 0.0. The solid line with x s is the residual. The solid lines without x s is the lters predicted values for r where r = H P H + R.

S i m p s o n3s 8 R u l e '7 Problem Stqtement.(a) UseSimpson's ruleto integrare 3/8 -l400x5 * ./(r) : 0.2r 25x- 20012 675x'r 900;r+ froma :0 to b :0.8. (b) Useit in conjunction Simpson's ruleto integratethe with l/3 same function five segnlents. tbr Soluiron. (c) A single application Simpson's rule requires equally of 3/8 four spaced points: /(0):0.2 :3.4811'71 /(0.,5333) Using (17.28): Eq. + + -0.2+ 3(t .432724 3.487117) 0.232 1 . 5 1 9 7 0 l,: t ) .^l J : f (0.266j):t.432j24 ,f (0.8):0.232

Use of too much toxin will minimize the action of the orbicularis oculi muscle to the point where the lateral canthus does not wrinkle at all with smiling and other facial expressions. This can signal the appearance of insincerity in some patients, and thus overaggressive injection in the crow s-feet region should be avoided. A careful injection record should be kept and rst-time patients are usually followed up 2 weeks after their injection. At the follow-up visit, the treatment goals should be reviewed and compared to the clinical results. If additional injections are needed to achieve the desired goals, these should be administered at the follow-up visit. If the patient has not achieved the best possible outcome,

The McGraw Hill Companies, 2010

Suppose we have a nonzero number x, and two integers p and q. We want to raise the quantity x p to the qth power. How can we express (x p)q as a single power of x

Here s a challenge!

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TABLE 3-2

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