$(28$ points$)$ The following is a Treasury bond quote as of November $2022.$ Assume the face $($par$)$ value of the Treasury bond is $$10,000$ and the bond pays interest semiannually.

$\backslash$table$[[\backslash$table$[[$Coupon$],[$Rate$]],\backslash$table$[[$Maturity$],[$Mo$/$Yr$]],$Bid,Asked,Chg$,$Ask $($ITM$)],[?,$November$/2033,98\mathrm{.}826,98\mathrm{.}956,+\mathrm{.}108,3\mathrm{.}76]]$

Is this a premium or a discount bond? What is the coupon rate of the Treasury bond that matures in November $2033?$ What is its effective YTM$?$ What is its current yield? What is the bid$-$ask spread $($in $$\text{'}$s$)$ for this bond? What was the previous day's asked price $($in $$\text{'}$s$)$ for this bond? If you expect the YTM to remain unchanged, what is the expected price of the bond next year $($November $2023)?$

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