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tern and adjust the laser power settings to match the recorder to the media. Given the extra precision required for recordable operations using DVD-R, this feature becomes a highly desirable addition to any recorder and helps ensure the most consistent results when performing disc recording. First generation DVD-R media offered 3.95 Gigabyte capacities and approximately 3.68 Gigabytes of usable space (considering the overhead required for lead-in and lead-out areas and other le system data). The recordable capacity of the second generation DVD-R discs is 4.7 Gigabytes, of which approximately 4.38 Gigabytes is available for data storage. Data transfer rates for recording DVD discs are based on a nominal 1.32 Megabytes per second rate, which is considered 1x speed. At this data transfer rate, completing the recording of a 4.7GB DVD-R disc requires slightly less than an hour. DVD-R serves a critical role in project prototyping for developers and title producers, since it is designed by de nition to be playable in standard DVD players and DVD-ROM drives. Early recorder costs were in the $17,000 range, but as was the case with CD-R equipment, costs have been steadily declining. Second generation equipment, such as the Pioneer DVD-S201, are close to the $5000 mark. Blank media costs are approximately $40 for 4.7GB discs and $35 for 3.95GB discs. Those who followed the development of CD-R technology witnessed the dif culty inherent in maintaining compatibility given the many variables in recordable media, playback equipment, recorders, premastering software, and so on. It took several years for all these varying characteristics to be tamed and controlled in such a way that recorded discs could be freely distributed among the vast majority of CD-ROM drives. A similar evolution is taking place with DVD-R as manufacturers, engineers, and developers re ne the tools and techniques used to burn data in discs. Early adopters of this technology should be prepared for a variety of trials and tribulations as the compatibility problems are worked out and distribution becomes more universal.
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Open the Organizer workspace, and then choose the image you want to print. Choose File | Print to open the Print Photos dialog box. Choose the desired printer from the Select Printer drop-down list. Choose Picture Package from the Select Type Of Print drop-down list. At this stage, the image is shown in the default layout.
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In the method of rectangles we consider a sum of the areas of rectangles. Figure 8.44 shows one rectangle, how it approximates the curve, and what error
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If you need a digital camera that s capable of zooming in tightly on a scene, always opt for a high degree of optical zoom. Many cameras offer digital zoom to augment the maximum focal length of the camera lens. When a camera is in digital zoom mode, however, the camera magnifies a small portion of the image, as recorded in maximum optical zoom, and then expands the image to a larger size, which results in a blockier image because there are fewer pixels with which to work.
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One special type of report is a Trend Analysis Chart, often just called a Trend Chart. The Trend Chart trends a KPI on a scorecard. This trend is for historical data but can also be used to create a forecast using one of the data mining algorithms built into
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<uri> The user agent should use the sound resource defined by that URI as the audio cue. If the URI points to something other than an audio file, then it is to be ignored and the user agent should act as though cue-after had been set to none. none Setting cue-after to none means that no cue should be played. cue-after can be used to play a "page turning" sound after each paragraph, sound Note a gong to mark the end of a hyperlink, or other audible cues. Note that this cue is rendered after any pauses declared using pause-after.
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If the pole is real and a > 0, the circuit is impulse response stable. If the pole is small, then the function will decay slowly with time. On the other hand, if the pole is large, h(t) decays rapidly. This is illustrated in Fig. 14-4, where we show a plot of e 0.5t (solid line) and e 3t (dashed line). The poles of these two functions are s = 1/2 and s = 3, respectively. In the latter case, the pole has a larger magnitude and so the transfer function decays faster. Now let s begin to consider more complicated cases. The next complication we might imagine with poles are multiple poles of the type s = a, that is H (s) = 1 (s + a)n (14.4)
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