在N*N的棋盘上放置N个皇后（n<=10）而彼此不受攻击（即在棋盘的任一行，任一列和任一对角线上不能放置2个皇后），编程求解所有的摆放方法。
【输入格式】
输入：n
【输出格式】
每行输出一种方案，每种方案顺序输出皇后所在的列号，各个数之间有空格隔开。若无方案，则输出no solute!
【输入样例】Queen.in
4
【输出样例】Queen.out
2 4 1 3
3 1 4 2
Placed on the board of N* N N queens (n <= 10) and another against attack (ie any row of the board, and any one of any of a diagonal line can not be placed on the two queens), programmed to solve all display methods.
[Input Format
Input: n
[Output format]
Each line of output a scheme where each program sequentially output Queen column number, there are separated by a space between each number. Without the program, the output no solute!
[Sample input] Queen.in
4
Sample [output] Queen.out
2413
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