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True Color versus Palette The examples in this book assume that the output device uses the RGB color model to display images and that each component is represented using 8 bits and is in the range 0-2553 This is the color representation used by most personal computer systems Such a system can produce 16,777,216 (2563) distinct colors There are computer systems that use more bits to represent color, for example the 12-bit grayscale frequently used for medical images Some image formats support data with more than 8 bits per component (12 for JPEG, 16 for PNG) For the remainder of this discussion we are going to assume that you are working on a system that uses 8 bits per component Two methods are commonly used to assign one of the possible colors to a pixel The simplest is to store the color value for each pixel in the compressed data For images with 24 bits per pixel, each pixel has a 3-byte color value associated with it Images that use 24 bits or more are called true color because over the range of colors a onitor can display, 24 bits per pixel is the limit of color differences that a human can distinguish The problem with 24-bit graphics is that while a system may be capable of displaying 16,777,216 different colors, it may not be able to do so simultaneously Older computers may not even have a video card capable of using a 24-bit display mode Newer computers may not have enough video memory to operate in 24-bit mode at higher screen resolutions A display on a personal computer set at a resolution of 1024 768 pixels would require 2,359,296 (1024 768 3 = 225 MB) of video memory to display 24-bit images If the computer had only 2 MB of video memory it could not display 24-bit images at this resolution but could do so at a lower resolution of 800 x 600 (800 600 3 = 14 MB) The solution devised to represent colors before the days of displays capable of 24 bits per pixel was to define a color palette that selects a subset of the possible colors Conceptually the palette is a 1-dimensional array of 3-byte elements that specify the color Rather than directly specifying the color, each pixel value is an index into the color palette The most common size for a palette is 256 entries where each pixel value consists of 8 bits Most computers today can. barcode excel 2010 download "Code128" barcode generator in VBA - MrExcel.com
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The smoothness tolerance (PDF 13) controls the quality of smooth shading (type 2 patterns and the sh operator), and thus indirectly controls the rendering performance Smoothness is the allowable color error between a shading approximated by piecewise linear interpolation and the true value of a (possibly nonlinear) shading function The error is measured for each color component, and the maximum error is used The allowable error (or tolerance) is expressed as a fraction of the range of the color component, from 00 to 10 Thus, a smoothness tolerance of 01 represents a tolerance of 10 percent in each color component Smoothness can be speci ed as the value of the SM entry in a graphics state parameter dictionary (see Table 48 on page 157) Each output device may have internal limits on the maximum and minimum tolerances attainable For example, setting smoothness to 10 may result in an internal smoothness of 05 on a high-quality color device, while setting it to 00 on the same device may result in an internal smoothness of 001 if an error of that magnitude is imperceptible on the device The smoothness tolerance may also interact with the accuracy of color conversion In the case of a color conversion de ned by a sampled function, the conversion function is unknown Thus the error may be sampled at too low a frequency, in which case the accuracy de ned by the smoothness tolerance cannot be guaranteed In most cases, however, where the conversion function is smooth and continuous, the accuracy should be within the speci ed tolerance The effect of the smoothness tolerance is similar to that of the atness tolerance Note, however, that atness is measured in device-dependent units of pixel width, whereas moothness is measured as a fraction of color component range. will be entered into a Special Lucky Draw! . 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