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Sometimes, looking at the thumbnail of an image isn t enough to help you decide whether you have the right image. For these cases, you can quickly load the image in question into a viewer to look at it closely. The File View Image File menu command opens the View File dialog box shown in Figure 3-25. This dialog box lets you load and view graphic and animation files using the Rendered Frame Window or the default Media Player for your system.

1. Open your Computer folder, if it isn t already open. 2. Right-click the icon for your hard drive, and choose Properties. 3. In the Properties dialog box that opens, click the Tools tab. 4. Under Error-checking, click Check Now. 5. For maximum cleanup, select (check) both checkboxes. 6. Click the Start button. 7. If you see a message indicating that the disk check couldn t be performed because Windows can t check the disk while it s in use, choose Schedule disk check to proceed. 8. Click OK in the dialog box. 9. Close all open programs, and save any unsaved work. 10. Click the Start button, choose the arrow to the right of the lock, and choose Restart.

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(g) This tenderloin has been cut into a variety of steaks as a demonstration. From left to right: four llet steaks, two large pieces for chateaubriand, two tournedos, four lets mignons. In front: trimmings from both ends.

(upward) closure of state set ss is the set of all ancestors of the base of ss, including ss. That is, it is the set of states in which a chart must be if it is in ss. base(ss) = ss imp(parent + [ss]) closure(ss) = parent [base(ss)] If a chart is in state set ss, (1) it has to be in all ancestors of ss, (2) the attached invariants of all states of the closure of ss have to hold, and (3) the child invariants for all states of the base of ss have to hold. The invariant constructed in this way is called the accumulated invariant of ss. accinv(ss) = in(parent [ss]) s closure(ss) . inv(s) s base(ss) . childinv(s) The invariants that originate from the descendants of the base are the synthesized invariants; those that originate from ancestors of the base are the inherited invariants. For example, in Figure 13.10 we have base({X}) = {T , X} closure({X}) = {Root, S, T , W , X} accinv({X}) = test(S) test(X) inv(Root) inv(S) inv(T ) inv(W ) inv(X) ((test(U) inv(U)) (test(V ) inv(V ))) That is, the invariants of Root, S, and T are inherited in S and the invariants of U and V are synthesized for X. The following property justi es accumulation: If a chart is in state set ss, the chart invariant is reduced to the accumulated invariant of ss. Theorem 13.6.1 For any nonempty state set ss, chartinv in(parent [ss]) accinv(ss)

You can close Windows Media Player as you would any other program: Click the Close (X) button in the upper-right corer of Media Player s program window. Or, choose File Exit from Media Player s menu. Or, right-click Media Player s taskbar button and choose Close. Or if Media Player is in the active window, press Alt+F4. When you close Media Player, it stops playing whatever it was playing. If you simply want to hide Media Player and continue listening to music, minimize its program window. When you minimize it, may see a message about Media Player still being open and in the taskbar. If you turn on the Media Player toolbar, you ll still be able to control playback right from the taskbar.

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