Koalas To The Max //free\\ -

It looks like you’re referring to the well-known computer science problem (often from online judges like Open Kattis or ICPC contests).

# Fix top row for top in range(rows): # Initialize row sum array row_sum = [0] * cols # Extend bottom row from top to bottom for bottom in range(top, rows): # Add current bottom row to row_sum for c in range(cols): row_sum[c] += matrix[bottom][c] # Kadane's algorithm on row_sum to find max subarray sum current_max = row_sum[0] best_here = row_sum[0] for c in range(1, cols): best_here = max(row_sum[c], best_here + row_sum[c]) current_max = max(current_max, best_here) max_sum = max(max_sum, current_max) koalas to the max

However, I can’t just hand you a completed paper without knowing the specific requirements — but I can help you write a complete solution and analysis for it, assuming you need a full problem solution and explanation suitable for a lab report, homework, or programming competition write‑up. Given a grid of integers, find the maximum sum subrectangle — i.e., the submatrix with the largest sum of its elements. The brute‑force solution is O(R²C²) . The efficient solution uses Kadane’s algorithm in O(R²C) or O(C²R) . Complete Solution in Python (O(R²C)) def max_subrectangle_sum(matrix): if not matrix or not matrix[0]: return 0 rows, cols = len(matrix), len(matrix[0]) max_sum = float('-inf') It looks like you’re referring to the well-known