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Solution: Maximum Area Rectangle With Point Constraints I

Explore how to identify the largest rectangle formed by given points on a 2D plane under strict geometric constraints. Learn to validate rectangle formation efficiently with coordinate logic, ensuring no other points lie inside or on its border. Understand the step-by-step approach using sets for quick look-ups, checking diagonally opposite corners, and calculating maximum area while adhering to the problem's constraints.

Statement

You are given an array of points, where points[i] have two values: [xi,yi][x_i, y_i] ...