🔥 The Problem That Looks Easy… Until It Isn’t Imagine you're building a system for a high-altitude expedition. You have two teams: Vanguard (frontline specialists) Research Team (support specialists) Each person has: Skill (how useful they are) Equipment weight (how heavy they are)** Now comes the constraint nightmare: 🧠 Problem Statement * Real problem * A scientific expedition is being prepared for a high-altitude plateau that requires perfect structural symmetry for the transport aircraft. The expedition consists of two distinct groups of specialists: the Vanguard and the Research Team. There are N potential candidates for the Vanguard and M potential candidates for the research team. Each candidate i in the Vanguard has a skill rating V_s[i] and a specialized equipment weight V_w[i]. Similarly, each candidate j in the research team has a skill rating R_s[j] and an equipment weight R_w[j].…