BBB Company has a $15$ years$-$to$-$maturity, $7\mathrm{.}1\%$ annual coupon bond$-$with$-$warrants currently sells for $$960.$ Each bond has $60$ warrants attached to it$.$ BBB also has a $15$ years$-$to$-$maturity straight bond $($no warrants$)$ with $8\%$ annual coupon selling for $$900.$ Both bonds have par values $=$$$1,000.$ What is the current value of each warrant? $($Hint: Calculate the straight bond yield first, then the value of the straight bond part of the BwW$.)$