说明
输入三个自然数N,i,j(1≤i≤n,1≤j≤n),输出在一个N*N格的棋盘中(行列均从1开始编号),与格子(i,j)同行、同列、同一对角线的所有格子的位置。
如:n=4,i=2,j=3表示了棋盘中的第二行第三列的格子,
当n=4,i=2,j=3时,输出的结果是:
(2,1) (2,2) (2,3) (2,4) 同一行上格子的位置
(1,3) (2,3) (3,3) (4,3) 同一列上格子的位置
(1,2) (2,3) (3,4) 左上到右下对角线上的格子的位置
(4,1) (3,2) (2,3) (1,4) 左下到右上对角线上的格子的位置
输入格式
一行,三个自然数N,i,j,相邻两个数之间用单个空格隔开(1≤N≤10)。
输出格式
第一行:从左到右输出同一行格子位置;
第二行:从上到下输出同一列格子位置;
第三行:从左上到右下输出同一对角线格子位置;
第四行:从左下到右上输出同一对角线格子位置。
其中每个格子位置用如下格式输出:(x,y),x为行号,y为列号,采用英文标点,中间无空格。相邻两个格子位置之间用单个空格隔开。
样例
4 2 3
(2,1) (2,2) (2,3) (2,4)
(1,3) (2,3) (3,3) (4,3)
(1,2) (2,3) (3,4)
(4,1) (3,2) (2,3) (1,4)
提示
(x,y)表示x行y列的点,同行与x相同,同列与y相同,对角线左上到右下表示差值相同,对角线左下到右上表示和值相同。<img 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'/>