OIM airline provides 120 seats on its flight. Customers looking for discounts can purchase tickets at $260 per seat. The tickets purchased closer to the flight date are charged $360 per seat, targeting high-fare customers. The quantity of high-fare customers is estimated to be uniformly distributed between 10 and 28. How many seats should be reserved for these high-fare paying customers (round the result to the closest integer if you find a fractional value)?