On May 16th,2021, the closing price of target stock was $75.83. A put option with strike price X=70.00 and maturity date June 15th, 2021 costs $0.78. Assume a continously- compounded risk-free rate of 0.0176(1.76%) per annum. Further, assume that the options are European and that the stock does not pay dividends. Assuming there were 21 trading days between May 16th and June 15th and assuming 252 trading days in a year. If put-call parity holds, what should the price of the call option be ?