A new market appears that works according to the rules of the Stackelberg model. The costs of firms on this market as a function of individual supply q is C(q) = f + Cq^2, where both F > 0, C > 0. The demand is P(Q) = A - BQ as a function of total supply Q, with A > 0, B > 0.  What is the quantity of followers on the market assuming free entry (as a function of A B C and F)

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