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U = {Store 1, Store 2, Store 3, ..., Store 13, Store 14} A = {Store 1, Store 2, Store 3, Store 7, Store 11} ___ / \ / A \ \___/ B = {Store 7, Store 8, Store 11, Store 12, Store 14} ___ / \ / B \ \___/ C = {Store 1, Store 4, Store 6, Store 10, Store 11} ___ / \ / C \ \___/