The Joseph question is a classic question. Known n individuals (may as well as number 1, 2, 3,..., n representative) sit around a round table, start from people numbered K, and start clockwise from 1 to 1, 2, 3,..., the time needle counts to the m person, out and out. Then from the next on the next person, from 1 to the 1 to continue clockwise, the number to the person, out and output,... Then repeat, until the round table all out of the list. Input: n, K, M Output: according to the order of output, the number of the listed people is numbered. The number is separated by one space, and each 10 numbers are one row. The corresponding output of illegal input is as follows A) Input:: n, K, and m are less than 1 Output: n, m, K must bigger than 0. B) Input: k>n Output: K should not bigger than n. example input 9,3,2 output 468137295

Filename	Size	Update
约瑟夫环.cpp	722	2018-03-13
寻找特殊偶数.cpp	809	2016-04-02
未命名2.cpp	248	2016-03-19
未命名1.cpp	360	2018-03-13

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