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Remember as you read the following steps that deleting an image element with the rubber stamp tool is something of an inexact science; it requires considerable patience and a dash of trial and error. So regard the following steps as an example of how to approach the process of editing your image rather than as a specific procedure that works for all images. You may need to adapt the process slightly depending on your image. On the other hand, any approach that eliminates an element as big as the workman can also correct the most egregious of photographic flaws, including mold, holes, and fire damage. You can even restore photos that have been ripped into pieces, a particular problem for pictures of ex-boyfriends and the like. These steps qualify as major reconstructive surgery.

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The constant k then appears to have units [time]-2 - setting c = 1 makes time and length units interchangeable. Since the practice of omitting the c2 in the Friedmann equation is widely adopted in other cosmology textbooks, I will drop it for the remainder of this book too. In practice, it is a rare situation indeed where one has to be careful about this.

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you use the same keyboard techniques you use to convert paths to selections (as explained in 8) and channels to selections ( 9): Ctrl-click an item in the Layers palette to convert the transparency mask for that layer to a selection outline. To add the transparency mask to an existing selection outline, Ctrl+Shift-click the layer name. The little selection cursor includes a plus sign to show you that you re about to add. To subtract the transparency mask, Ctrl+Alt-click the layer name. And to find the intersection of the transparency mask and the current selection outline, Ctrl+Shift+Alt-click the layer name. If you re uncertain that you ll remember all these keyboard shortcuts, you can use Select Load Selection instead. After choosing the command, select the Transparency item from the Channel pop-up menu. (You can even load a transparency mask from another open image if the image is exactly the same size as the one you re working on.) Then use the Operation radio buttons to merge the mask with an existing selection. Selection outlines exist independently of layers, so you can use the transparency mask from one layer to select part of another layer. For example, to select the part of the background layer that exactly matches the contents of another layer, press Shift+Alt+[ to descend to the background layer and then Ctrl-click the name of the layer you want to match. The most common reason to borrow a selection from one layer and apply it to another is to create manual shadow and lighting effects. After Ctrl-clicking on a layer, you can use this selection to create a drop shadow that precisely matches the contours of the layer itself. No messing with the airbrush or the lasso tool Photoshop does the tough work for you.

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This example demonstrates how NMR allows detailed information to be gathered from a complex biochemical system by taking advantage of the sensitive and atom-speci c nature of the technique.

One of the better features of RPM is that it gives you the ability to query your system about the packages that are installed on it. Thus, if you have any questions about what s installed on your system, or you need information about the details of a specific package, you can run a query and find that information. You can find a complete listing of query options by reading the RPM manual page (give the command man rpm), but the following example shows you a couple of the more commonly used query options to give you a feel for what kind of queries are possible.

0 -15

f 2 , BW (MHz, %) 2009, 1.9 2003, 2.2 1919, 2.0 1860, 2.0 1802, 1.8 1733, 1.8

of a sextupole nonlinearity distributed in an arbitrary fashion around a circular accelerator. There are several approaches one may take to looking at the problem, including Fourier analysis, Hamiltonian perturbation theory, and computer simulation. For this discussion, we will treat the nonlinearity as a small perturbation of the linear motion. We will assume that the linear tune is very close to one-third of an integer, so that we may expect that the perturbation of the linear motion will be dominated by the sextupole field. On each turn, we add up the effects of the nonlinearities as though they were independent of each other, and take stock of the situation at one point on the ring after each turn.

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