Sort Each Matrix Border and Fill Clockwise

Given an n x m integer matrix matrix, divide it into concentric borders/layers: Layer 0 is the outer border. Layer 1 is the next border after removing the outer one. And so on. For each border: Extract all elements on that border in clockwise order, starting from the top-left cell of that layer. Rearrange the extracted elements in ascending order. Fill them back into the same border clockwise, again starting from the top-left cell of that layer. Return the resulting matrix. Note: The original post only said “rearrange” and did not specify the exact rule. This version completes the common CodeSignal variant as “sort ascending”. Input Format n m matrix[0][0] matrix[0][1] ... matrix[0][m-1] ... matrix[n-1][0] ... matrix[n-1][m-1] Output Format Print the resulting matrix, one row per line. Constraints 1 <= n, m <= 200 -10^9 <= matrix[i][j] <= 10^9 Example Input 1 1 5 Output 5