The algorithm for extended-precision unsigned decimal input is nearly iden- tical to that for hexadecimal input. In fact, the only difference (beyond only accepting decimal digits) is that you multiply the extended-precision value by 10 rather than 16 for each input character (in general, the algorithm is the same for any base; just multiply the accumulating value by the input base). The code in Listing 8-6 demonstrates how to write a 128-bit unsigned decimal

Computer Networking: A Top-Down Approach (7th Edition)
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Chapter1: Computer Networks And The Internet
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The algorithm for extended-precision unsigned decimal input is nearly iden-
tical to that for hexadecimal input. In fact, the only difference (beyond only
accepting decimal digits) is that you multiply the extended-precision value
by 10 rather than 16 for each input character (in general, the algorithm is the
same for any base; just multiply the accumulating value by the input base).
The code in Listing 8-6 demonstrates how to write a 128-bit unsigned decimal
input routine.
Transcribed Image Text:The algorithm for extended-precision unsigned decimal input is nearly iden- tical to that for hexadecimal input. In fact, the only difference (beyond only accepting decimal digits) is that you multiply the extended-precision value by 10 rather than 16 for each input character (in general, the algorithm is the same for any base; just multiply the accumulating value by the input base). The code in Listing 8-6 demonstrates how to write a 128-bit unsigned decimal input routine.
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