Interest rates: $3\mathrm{.}1230\%($r$0),5\mathrm{.}2136\%($r$1,$H$),3\mathrm{.}5862\%($r$1,$L$),7\mathrm{.}6860\%($r$2,$HH$),5\mathrm{.}1216\%($r$2,$HL$),$ and $3\mathrm{.}0812\%($r$2,$LL$).$ Bond A: $$100$ par, a remaining maturity of $3$ years, $5\%$ coupon payable annually, callable at $$102$ and $$101\mathrm{.}50$ in Year $1$ and Year $2$ from now, respectively, and putable at par in both Year $1$ and Year $2$ from today. Bond B shares the same characteristics as those of Bond A$,$ except that it is not putable. Bond C shares the same characteristics as those of Bond A$,$ but is not callable. Compute the price differences $($in absolute value$)$ between Bonds A and B$,$ and between Bonds A and C$,$ respectively.