文件名称:8huanghou
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算法流程：
１、数据初始化。
２、从n列开始摆放第n个皇后（因为这样便可以符合每一竖列一个皇后的要求），先测试当前位置(n,m)是否等于０（未被占领）：
如果是，摆放第n个皇后，并宣布占领(记得要横列竖列斜列一起来哦)，接着进行递归；
如果不是，测试下一个位置(n,m+1)，但是如果当n<=8,m=8时，却发现此时已经无法摆放时，便要进行回溯。
３、当n>8时，便一一打印出结果。
优点：逐一测试标准答案，不会有漏网之鱼。
-Algorithm processes: 1, data initialization. 2, from n to start out the first n-place Queen s (because it would be able to meet each vertical column of a Queen s request), first test the current position (n, m) is equal to 0 (not occupied): If yes, before let the first n of Queen s, and announced that the occupation (remember to put out oblique row out together Oh), followed by recursive If not, test the next location (n, m+ 1), but if n <= 8, m = 8, they found that at this time have been unable to display, it should be retroactive. 3, when n> 8, they all print out the results. Advantages: one by one testing standard answer, there will not be falling through the openings.
１、数据初始化。
２、从n列开始摆放第n个皇后（因为这样便可以符合每一竖列一个皇后的要求），先测试当前位置(n,m)是否等于０（未被占领）：
如果是，摆放第n个皇后，并宣布占领(记得要横列竖列斜列一起来哦)，接着进行递归；
如果不是，测试下一个位置(n,m+1)，但是如果当n<=8,m=8时，却发现此时已经无法摆放时，便要进行回溯。
３、当n>8时，便一一打印出结果。
优点：逐一测试标准答案，不会有漏网之鱼。
-Algorithm processes: 1, data initialization. 2, from n to start out the first n-place Queen s (because it would be able to meet each vertical column of a Queen s request), first test the current position (n, m) is equal to 0 (not occupied): If yes, before let the first n of Queen s, and announced that the occupation (remember to put out oblique row out together Oh), followed by recursive If not, test the next location (n, m+ 1), but if n <= 8, m = 8, they found that at this time have been unable to display, it should be retroactive. 3, when n> 8, they all print out the results. Advantages: one by one testing standard answer, there will not be falling through the openings.
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8huanghou.txt