One of the decision variables has an optimal value of 0. Suppose the sensitivity report shows that the allowable increase for this product's coefficient in the objective function is 110.07. The allowable increase is the amount by which the product's coefficient in the objective function can increase until the current optimal value changes. Based on this information, what is the smallest selling price for this product so its optimal solution changes from 0 to a non-zero value? Round the answer to nearest 2 decimals