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Consider a Stackelberg competition model in which two firms compete in quantities and move sequentially (Firm 1 moves first). The inverse demand is given by P(Q) = 1000 - q1 - 92 and both firms have constant marginal costs of production c = 100. Assume firms can only produce 0, 200, or 400 units. Which histories are terminal? Mark all that apply. O 200 0 400 O (0,0) O (0,200) O (0,400) O (200,0) O (200,200) O (200,400) O (400,0) O (400,200) O (400,400)