same number will be different because of the base and make its performance in the form of a completely different, In our study, we are familiar with the base 229 10, 229 12, 229 60, 229 2. 8-band 16-band. For example, 12 data, if we use the two-band said, it is 1100; If three-band said is 110; If eight 229 said it is 14. Our task is programming with a number of 229 (or base). We will process all of the many numbers (on the assumption that each number on the number of X-and Y said), procedures need to address the issue of the X and Y choose a minimum base, This makes two to a few in their chosen base is the equivalent of a few. For example, 12 and 5, the figure right, we will be able to choose 12 base 3 to 6 base 5 choice, This one to 12 (base 3) = 5 (base 6), because 12 (base 3) 229 10

Find Base
.........\Debug
.........\Find Base
.........\.........\base.in.txt
.........\.........\base.out.txt
.........\.........\Debug
.........\.........\Find Base.cpp
.........\.........\Find Base.dsp
.........\.........\Find Base.plg
.........\Find Base.dsw
.........\Find Base.ncb
.........\Find Base.opt

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