Problem Description

Xiao Lu wants to construct a $N \times N$ T-shaped matrix ($N$ is an odd number). Specifically:

• The matrix has $N$ rows, each with $N$ characters, where the leftmost and rightmost columns are |;
• The first and last rows have - in the 2nd to $(N-1)$th characters;
• The middle row (i.e., the $\frac{N+1}{2}$th row) has - in the 2nd to $\frac{N-1}{2}$th and $\frac{N+3}{2}$th to $(N-1)$th characters;
• The middle column (i.e., the $\frac{N+1}{2}$th column) has | in the 2nd to $\frac{N-1}{2}$th and $\frac{N+3}{2}$th to $(N-1)$th characters;
• All other characters are the lowercase letter x.

For example, a T-shaped matrix for $N = 5$ looks like this:

|---|
|x|x|
|-x-|
|x|x|
|---|

Please help Xiao Lu print the corresponding "T-shaped matrix" based on the given $N$.

Input Format

A single line containing an integer $N$ ($5 \leq N \leq 49$, ensuring $N$ is an odd number).

Output Format

Output the corresponding "T-shaped matrix".

Please strictly adhere to the format requirements and do not add any spaces, punctuation, or other symbols. You should output exactly $N$ lines, each containing exactly $N$ characters, which can be either -, |, or x. Your output must exactly match the standard answer to score points, so please check carefully before submitting.

Sample Input and Output

Sample Input #1

5

Sample Output #1

|---|
|x|x|
|-x-|
|x|x|
|---|

Sample Input #2

7

Sample Output #2

|-----|
|xx|xx|
|xx|xx|
|--x--|
|xx|xx|
|xx|xx|
|-----|

见题面 Input 部分

见题面 Output 部分