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The Clouds filter creates an abstract and random haze between the foreground and background colors. Difference Clouds works exactly like layering the image, applying the Clouds filter, and selecting the Difference blend mode in the Layers palette. Why on earth should Difference Clouds make special provisions for a single blend mode Because you can create cumulative effects. Try this: Select blue as the foreground color and then choose Filter Render Clouds. Ah, just like a real sky, huh Now choose Filter Render Difference Clouds. It s like some kind of weird Halloween motif, all blacks and oranges. Press Ctrl+F to repeat the filter. Back to the blue sky. Keep pressing Ctrl+F over and over and notice the results. A pink cancer starts invading the blue sky; a green cancer invades the orange one. Multiple applications of the Difference Clouds filter generate organic oil-on-water effects.

Figure 2.4 The cosmic microwave background spectrum as measured by the FIRAS experiment on the COBE satellite. The error bars are so small that they have been multiplied by 400 to make them visible on this plot, and the best-fit black-body spectrum at T = 2.725 Kelvin, shown by the line, is an excellent fit.

When you use quantifiers to match multiple characters, the quantifiers are greedy by default. This means that they will try to match the largest number of characters possible. Consider the following code:

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zonal effect error introduced. If the system under test is refracting, the zonal error is 2e= N 1 , where N is the refractive index. The parameter Q is de ned by OSC 1 Y 1 12:5 Q 2 2 sin y sin y F sin y where OSC is the offense against the sine condition and y is the angle at which a marginal ray with height Y at the entrance pupil converges to the focus of the system. As Burch pointed out, a paraboloid and an aplanatic system are the two cases of practical interest: for these, Q 0:25 and Q 0, respectively, giving d 128 2 F e D 12:6

It is interesting that Pallotino (1941) shows experimentally that, with phase gratings, patterns placed symmetrically with the zero order are complementary; in other words, a dark fringe in one pattern corresponds to clear fringe in the other as in Figure 9.19. Later, Toraldo di Francia (1941a, 1941b) theoretically proved this effect. The explanation uses the fact that all diffracted orders in a phase ruling have a phase shift of magnitude ml=4 with respect to the zero-order beam. The sensitivity of the Ronchi test has been a subject of research almost since its invention by Ronchi (1930, 1940) himself and Bruscaglioni (1933, 1939). More recently, Cornejo and Malacara (1970) studied the subject. 9.4.3. Physical versus Geometrical Theory If the irradiance distribution over the exit pupil is a constant, we can write the pupil function F0 x0 ; y0 as 2p F0 x0 ; y0 exp i W x0 ; y0 l ! 9:61

The Profiles tab, shown in Figure A-11, enables you to create user profiles. AutoCAD LT does not offer this feature (or the tab). A profile is a group of settings, most of which you set in the Options dialog box. It can include all settings that are saved in the Windows Registry. Settings that are saved in the current drawing (indicated in the Options dialog box by the blue drawing marker) are not included in a profile. If you share your system with someone else and you each want to store different settings, or if you want different settings for different projects, you can create a profile and make it current when you open AutoCAD.

Notice that GPS is worst-case fair with c GPS s 0 Thus, we can use c s as the metric to quantify the service discrepancy between a packet discipline s and GPS It has been shown in w26x that cWFQ may increase linearly as a function of the number of sessions N To minimize the difference between a packet system and the fluid GPS system, another class of scheduling algorithms called shaper schedulers w22, 24, 26, 27, 33x has been proposed to achieve minimum WFI and have better worst-case fairness properties With these algorithms, when the server is picking the next packet to transmit, it chooses, among all the eligible packets, the one with the smallest timestamp A packet is eligible if its virtual start time is no greater than the current system virtual time This is called the eligibility test or smallest eligible irtual finish time first SEFF.

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