TeslaRati's outstanding bonds have a $$1,000$ par value which were issued $7$ years ago. At the time of issuance, these bonds had a $20$ year maturity and an annual coupon rate of $5\%,$ and sold for $$850.$ Today, $7$ years later $($i$.$e$.,t=0),$ the market interest rate has stayed the same, but there is more competition in the corporate bond market, and to make its bonds still attractive, TeslaRati changes the aforementioned bonds' coupon payment from annual to quarterly $($the first time any company has done this in practice, quite an innovation by TeslaRati!$)$ How much is the bond selling for now $($its price at $t=0)?$