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When you do that, you ll notice that the gradient goes from yellow on the left to cyan in the middle, and then back to yellow on the right. If you use a value of repeat instead, the same gradient will repeat so that it will go from yellow to cyan and then yellow to cyan again. The next parameter determines how Flash interpolates the colors as they gradate. So far, you ve seen the effects of the standard interpolation algorithm. Update the lineGradientStyle() line as follows to use the linear interpolation algorithm. The effects are rather subtle, particularly because the gradient is applied to a 10 point line.

Because this button is designed to replace the functionality of the typical Submit button, it should display some type of text that ts in with that function, such as Click Me or Place My Order. As with so many other form controls, this is a variation of the INPUT element. HTML code, as found in the following example, is required in order to add a graphical Submit button:

Selecting Type with a Selection tool can cause type paths, type areas, and type itself to be filled and stroked. You can use the Group Selection tool to deselect the associated paths. Or better yet, just use the Type tool to drag across the characters you want to select.

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at www.smustard.com. It allows components and groups to be copied along arcs and other nonlinear lines. Follow the instructions in 5 to install the Ruby. From the Plug-in menu, select Copy Along Path. There will be two options: Copy to Path Nodes and Copy to Spacing. For now, select Copy to Spacing. Enter a value and press Enter. Next, select an arc and then the component. The component will be copied along the arc at the specified interval (Fig. 6-30).

In this technique, the position of the master Hls (or single H I , if we're making an achromatic H2) is held constant with respect to the exposed H2 for three holographic exposures during holographic transfer, while the position and angle of the H2 reference source are changed for each H1 It would seem as if we could do all the exposures at the same time, but in practice each H1 exposure must be done separately for two reasons: first, the three H1 slits occupy the same position; and second, multiple reference beams would interfere with each other and produce diffraction patterns that reduce the efficiency of the image-bearing part of interference pattern In the transfer apparatus, the three reference beams are set up at the same time.

n Check Accessibility: Runs the Accessibility report for the current file; any errors are displayed in the Results panel. n Check Website for New Issues: Opens the CSS Advisor site on Adobe.com in your primary browser. n Report a Browser Rendering Issue: Displays the page on the CSS Advisor site to submit a new post; you ll need to be registered with Adobe.com and signed in to file a new report. n Settings: Opens the Target Browsers dialog box where you specify which browser and browser version you want Dreamweaver to check. I find it helpful to run the Browser Compatibility Check after each major CSS addition (layout, text styling, and so on) during the design stage rather than wait until the page is fully completed. By keeping a close eye on browser compatibility, I keep the debugging compartmentalized and easier to solve.

When a particular exposure is to be made, the appropriate H1 hologram is placed into position and the appropriate reference beam leg is unblocked This technique, then, requires three different sets of reference beam optics and usually results in a very crowded holographic table To calculate the required reference angles and distances for the three exposures, we use our now-standard holography equations The sine equation provides the angles we need For distances, we need to choose between the horizontal focus equation (1/R) or the vertical focus equation (cos28/R) To make this choice, we consider the slit as a horizontal feature during viewing Horizontal lines are vertical detail, and vertical detail is sharpest at the vertical focus, so the cos28/R equation is the appropriate choice for the distance calculation.

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