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nDesign has two little-known methods to get dimension information about objects: the Measure tool and the Info panel. Because so much information about object size and position resides in the Control panel, these methods are little used. They re more vestiges of InDesign s pre-Control panel era. But they can be useful on occasion. Available through the Eyedropper tool s pop-out menu or via the shortcut K, the Measure tool opens the Info panel and lets you draw a line whose dimensions appear in that panel (look for D1 in the upper left) so you can measure an arbitrary distance. You can measure the distance of two segments if you hold the Option or Alt key when dragging the tool for the second segment. Note that the second measurement must start where the first measurement left off the two measurement lines must share a corner. That second measurement displays in the D2 area, as shown in the figure.



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The following array formula returns the row number of the maximum value in a single-column range named Data:

higher level in the call chain. In this case, the second argument specifies the exception to be raised. If ni1, the same exception is raised. Lastly, a first argument to rescued of Sys->EXIT causes program execution to be suspended, with the program placed in the broken state. A programmer may then use a debugger to debug the thread. One point about rescued demands further attention. For the arguments Sys-> ACTIVE and Sys->ONCE, execution returns to the statement in the program after the call to rescued, in static program order. This statement may be anywhere in the program with respect to the dynamic execution stream, so it might very well be before the location of the raised exception, causing exceptions ad infinitum, as would be the situation below:

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If an irreducible polynomial^X) has ft as a root, it is called the minimum polynomial of ft (or of any of its other conjugate roots). If ft is a primitive element then f(X) is a primitive polynomial. We have already seen that the generation of a finite field is done in terms of a primitive element which is treated as a root of a primitive polynomial. As an example, consider the finite field GF(8) generated by the primitive polynomial X3 + X + 1. Substituting X = a, X = a2 or X = a4 into the polynomial gives a zero result, and the polynomial is therefore the minimum polynomial of a, a2 and a4. Similarly substituting a3, a6 or a12 ( = a5) into X3 + X2 + 1 verifies that they are roots. The minimum polynomial of a is X + 1. 5.6.3 Order of an element

this chapter: introductory, feelings expression, problem solving, insight and self-disclosure, and closure.

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which may be a little confusing for a new user. In the following example, you learn how to use the Quick Transition feature to create a fade between clips. This is one of the easiest methods to make a transition. 1. Click a point between two clips in the Timeline or draw a selection box around die point to select it. The transition point should now be highlighted in the Timeline (13.25). 2. Click the Quick Transition button located at the top of the Timeline window (13.26).

than the monofunctional metal cyclization. Pt in the form of single crystals has been extensively studied as catalyst for the dehydrocyclization reaction. Results related to the aromatization reaction, however, were complicated because of the existence of other competing transformations such as isomerization and hydrogenolysis. Alloying Pt with a suitable metal can modify reactivity and selectivity. An especially well suited catalyst is CU3Pt(l1l) allowing significant observations to be acquired. Aromatization reactions were studied in detail with several C6 hydrocarbons, including I_hexene,310,314,315 cyclohexene,315 polyunsaturated linear and cyclic compounds,310,315 and 4-phenyl-l-butene 16 In the case of C6 hydrocarbons, cyclization is the rate-determining step and mono- and biunsaturated cyclic compounds are not suggested to be intermediates for the dehydrocyclization of I-hexene to benzene 15

The organization of these structures will be as follows. The display, display, is the top of the hierarchy. On the display is allocated a toplevel screen, gamescreen. The Scoreboard is allocated as a window on gamescreen and will be drawn with text representing the current score of each player. The objects bal1,1ef tpaddle and rightpaddle will be drawn on the gamescreen, allocated as windows thereupon. Figure 11.3 shows a screen capture of the game in play, and the complete implementation is listed below:

differentiate it with respect t o 0, use the commutator [ L , + ( z ) ] -$(z), and = integrate t o prove that

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