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Given the following linear optimization model, transform the constraints into the required algebraic form. Enter into the required optimization template and solve using Solver. Objective function: 8.2A + 7.0B + 6.5C + 9.0D = Minimum Cost Constraints: 6A + 2B + 5C + 7D 820 A A + B + C + D B + C A + D 0.3 0.2 CZA+D