Xiaoyang's X Matrix

Problem Description

Xiaoyang wants to construct an $N \times N$ X-shaped matrix ($N$ is odd). Both diagonals of this matrix are the half-width plus sign +, and all the other positions are the half-width minus sign -. For example, a $5 \times 5$ X-shaped matrix is as follows:

+---+
-+-+-
--+--
-+-+-
+---+

Please help Xiaoyang print the corresponding "X matrix" for the given $N$.

Input Format

One line containing one integer $N$.

Output Format

Output the corresponding "X matrix".

Strictly follow the required format: do not add any spaces, punctuation, blank lines, or any other symbols on your own. You should output exactly $N$ lines, each line containing exactly $N$ characters besides the newline — each of which is either + or -.

Sample Input

Sample Input 1

5

Sample Input 2

7

Sample Output

Sample Output 1

+---+
-+-+-
--+--
-+-+-
+---+

Sample Output 2

+-----+
-+---+-
--+-+--
---+---
--+-+--
-+---+-
+-----+

Sample Explanation

For sample input 1, $N = 5$. The main diagonal (row $i$, column $i$) and the anti-diagonal (row $i$, column $N - i + 1$) are +, and all other positions are -. So a $5 \times 5$ X-shaped matrix is generated as shown in the output.

Constraints

For all data, $5 \le N \le 49$, and $N$ is guaranteed to be odd.