After the purchase of the zero$-$coupon bond, the remainder of the $$100$ invested in the note is used to purchase as many $5-$year at$-$the$-$money call options on the Meta stock as possible. This is a call option with strike price equal to the current stock price of Meta, $$100$

$,$ and expiration date coinciding with the expiration date of the note. The market price, premium, today of such call option $$31\mathrm{.}40.$ Assume that the option can be bought in fractional amounts $($i$.$e$.$ one can purchase, say, $0\mathrm{.}798$ options$).$

How many $5-$year at$-$the$-$money call options on the Meta stock can be purchased with the funds left over after the purchase of the zero$-$coupon bond?