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The alternative forms for low tristimulus values were introduce by Pauli (1976) to overcome limitations in the original CIELAB equations that limited their application to values of X/Xn, Y/Yn, and Z/Zn greater than 0.01. Such low values are not often encountered in color materials, but sometimes are found in are-free speci cations of imaging systems. It is critical to use the full set of Equations 10.1 10.4 in cases for which low values might be encountered. The L* measure given in Equation 10.1 is a correlate to perceived lightness ranging from 0.0 for black to 100.0 for a diffuse white (L* can sometimes exceed 100.0 for stimuli such as specular highlights in images). The a* and b* dimensions correlate approximately with red green and yellow blue chroma perceptions. They take on both negative and positive values. Both a* and b* have values of 0.0 for achromatic stimuli (i.e., white, gray, black). Their maximum values are limited by the physical properties of materials rather than the equations themselves. The CIELAB L*, a*, and b* dimensions are combined as Cartesian coordinates to form a three-dimensional color space as illustrated in Figure 10.1. This color space can also be represented in terms of cylindrical coordinates as shown in Figure 10.2. The cylindrical coordinate system provides predictors of chroma C* and hue hab (hue angle in degrees) as expressed in Equaab tions 10.5 and 10.6. C * = (a *2 + b *2 ) ab hab = tan 1(b*/a*) (10.5) (10.6)

5. Select Clipping Path from the Paths panel menu to launch the Clipping Path dialog box shown in Figure 17.35. 6. Select the saved path, and set the flatness.

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To add your own title block, create it as a drawing and save it in the \Templates folder or create your own folder for your templates. (To find the location of the \Templates folder, choose Tools Options and click the Files tab. Double-click Template Settings and then Drawing Template File Location. To use your own folder, change this location. Using your own folder reduces the chance that you ll lose your templates when you reinstall or upgrade.) Notice that most of the templates in that folder have corresponding drawings that are used in the Layout Wizard. If you have a template that you use for a title block, open a new drawing using that template and save it as a drawing in the \Templates folder, using the same name as the template. (It now has a .dwg file name extension.)

Return Loss (dB)

Figure 6-14 Toolbar mania!

When you change a layer s state from the ribbon, the drop-down list stays open so that you can change the state of more than one layer at a time. Click the top of the list to close it.

2.55 .

so that (7.5) becomes:

8.5.2. Lyot Test Finally, as Texereau (1957) pointed out, although the phase contrast technique has proved to be extremely useful in microscopy, its value in optical testing seems to be limited. The problem is that the test is photometric, that is, it is based on irradiance variations, and the interpretation and application of the results obtained are not

To calculate CIELAB coordinates, one must begin with two sets of CIE XYZ tristimulus values, those of the stimulus, XYZ, and those of the reference white, XnYnZn. These data are utilized in a modi ed form of the von Kries chromatic adaptation transform by normalizing the stimulus tristimulus values by those of the white (i.e., X/Xn, Y/Yn, and Z/Zn). Note that the CIE tristimulus values are not rst transformed to cone responses as would be necessary for a true von Kries adaptation model. These adapted signals are

How do you know the software you downloaded is actually what the author uploaded FTP sites and Web servers can be hacked and their contents replaced by seemingly legitimate copies that contain viruses or trojans. Luckily, mathematics can come to the rescue. There are certain mathematical algorithms that can be applied to each byte of a file to create a checksum a long number that creates a unique signature for the file. If even one byte of the file is changed, the checksum changes to an entirely different number. By publishing the checksum for the correct file in some secure location, a vendor can give users a way to verify the integrity of their downloads. A popular algorithm for checksums is called MD5. When applied to a file, it produces a 128-bit checksum (usually displayed as 32 hexadecimal digits for brevity) that is often referred to as an md5sum. You can check md5sums on the command line with a program also called md5sum. Assume you downloaded the updated kernel kernel-2.6.13-1.1532_FC4.i586.rpm mentioned in the previous section and you want to check its md5sum. You would do this:

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