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Huffman Table Generation A PNG encoder can either use the fixed Huffman codes shown in Table 149 or generate Huffman codes based on usage frequencies It is simpler to implement fixed Huffman codes but there is obviously a penalty when it comes to compression Unless you are working with an application where compression speed is critical, there is really no reason to use fixed Huffman codes 6 covered Huffman coding as it applies to JPEG The same process with a few modifications will work with a Huffman encoder The differences between Huffman table generation in JPEG and PNG were listed in the previous chapter When we used Huffman coding in JPEG, we generated the Huffman table by making two nearly identical passes over the image data The first pass gathered usage frequencies After generating the Huffman tables from the usage frequencies, the second pass repeated the steps of the first pass except that the data was Huffman encoded Such a scheme can be used to encode PNG image data but here are a couple of significant drawbacks The main problem with having two nearly identical passes is the time required to compress an image The process of searching the LZ77 window for matching strings is significantly more processing intensive than is JPEG entropy encoding Performing PNG compression process twice lengthens the compression time noticeably A good solution to this problem is to store the literal/length and distance codes in a buffer A simple method for implementing such a buffer would be to. 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