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1. Optimal number of total electoral votes: original problem 210 2. Optimal number of total electoral votes: max campaign stops per state is unlimited. 3. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state. 10 4. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state no minimum advertising expenditure per state. Electing the Next President Visits Win? State Florida Georgia California Texas Illinois New York Virginia Michigan Used Available Advertising $ 2.027 2.209 1.997 2.101 0.774 1.333 1.856 1.627 15 0.085 0.117 0.098 0.125 0.128 0.105 0.134 0.095 b 0.31 0.27 0.21 0.28 0.26 0.24 0.22 0.38 % of Votes 0.51 0.51 0.555741174 0.51 0.568872437 0.55884107 0.571451716 Electoral Votes Side Constraint 25 0.51 13 0.51 54 0.51 32 0.51 22 0.51 33 0.51 13 0.51 18 0.51 210 0.51 0 0 0 Min per state Max per stati 1 5 0.5 15 1. Optimal number of total electoral votes: original problem 210 2. Optimal number of total electoral votes: max campaign stops per state is unlimited. 3. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state. 4. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum #campaign stops per state no minimum advertising expenditure per state. 1. Optimal number of total electoral votes: original problem 210 2. Optimal number of total electoral votes: max campaign stops per state is unlimited. 3. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state. 10 4. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state no minimum advertising expenditure per state. Electing the Next President Visits Win? State Florida Georgia California Texas Illinois New York Virginia Michigan Used Available Advertising $ 2.027 2.209 1.997 2.101 0.774 1.333 1.856 1.627 15 0.085 0.117 0.098 0.125 0.128 0.105 0.134 0.095 b 0.31 0.27 0.21 0.28 0.26 0.24 0.22 0.38 % of Votes 0.51 0.51 0.555741174 0.51 0.568872437 0.55884107 0.571451716 Electoral Votes Side Constraint 25 0.51 13 0.51 54 0.51 32 0.51 22 0.51 33 0.51 13 0.51 18 0.51 210 0.51 0 0 0 Min per state Max per stati 1 5 0.5 15 1. Optimal number of total electoral votes: original problem 210 2. Optimal number of total electoral votes: max campaign stops per state is unlimited. 3. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum # campaign stops per state. 4. Optimal number of total electoral votes: max campaign stops per state is unlimited & no minimum #campaign stops per state no minimum advertising expenditure per state

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