北邮复试上机题目：

Descr iption

子矩阵旋转操作。

Input

前5行每行5个整数，表示一个5*5阶的矩阵。

第6行为4个整数a b c d，根据这4个整数进行相应的旋转操作。

Output

若a b分别为1 2，则将原矩阵中以第c行第d列元素为左上角的2*2阶子矩阵顺时钟旋转90度后输出原矩阵。

若a b分别为1 3，则将原矩阵中以第c行第d列元素为左上角的3*3阶子矩阵顺时钟旋转90度后输出原矩阵。

若a b分别为2 2，则将原矩阵中以第c行第d列元素为左上角的2*2阶子矩阵逆时钟旋转90度后输出原矩阵。

若a b分别为2 3，则将原矩阵中以第c行第d列元素为左上角的3*3阶子矩阵顺时钟旋转90度后输出原矩阵。

Sample Input

1 2 3 4 5

6 7 8 9 10

11 12 13 14 15

16 17 18 19 20

21 22 23 24 25

1 3 1 1

Sample Output

11 6 1 4 5

12 7 2 9 10

13 8 3 14 15

16 17 18 19 20

21 22 23 24 25-

Descr iption

Sub-matrix of the rotation operation.

Input

The first five lines of each row of five integers, indicating that the order of a 5* 5 matrix.

6 behavior of four integer abcd, according to the four integer corresponding rotation operation.

Output

If ab 12, column c line d is the original matrix elements of order 2* 2 submatrix of the upper-left corner clockwise rotation of 90 degrees after the output of the original matrix.

Ab, respectively, 13, is the original matrix c line d column elements for the upper-left corner of the 3* 3 order sub-matrix clockwise 90 degrees, the output of the original matrix.

If ab were 22, column c line d is the original matrix elements for the upper left corner 2* 2 order sub-matrix counterclockwise rotation of 90 degrees, the output of the original matrix.

Ab, respectively, 23, is the original matrix c line d column elements for the upper-left corner of the 3* 3 order sub-matrix clockwise 90 degrees, the output of the original matrix.

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