A car company needs to buy $883$ metric tons of aluminum in $6$ months. It has decided to use futures contracts on aluminum to hedge its position. Each aluminum futures contract covers $25$ metric tons. The spot price of aluminum is $$1,592$ per ton, while the futures price for delivery in $6$ months is $$1,758$ per ton.

How many futures contracts should the company trade to minimize the risk with tailing the position $($rounded to the nearest integer$)?$ Enter a short position as a negative number and a long position as a positive number.