$(2$ Points$)$ Table $2$ gives the RISC$-$V binary code and data $($both in hexadecimal representation$)$ for a program. Suppose $PC=000400000$ before program execution.

Table $2$: Memory Content Before Program Execution

$\backslash$table$[[$Address$,,,,$Momory,Content,,,$],[$cdots$,$cdots,cdots,cdots,cdots,...,cdots,cdots,$-],[0$x$00400000,0\backslash$times $0$Ee$10517,0\backslash$times $00050513,0\backslash$times $00800593,0$x$00$B$000$eE$,0$x$00008067,0$x$00450293,0$x$00259313,0$x$00650363],[0$x$00400020,0$x$0272$d$863,0$x$0002=303,0$xinfe$2$Be$13,0$xe$63,0$x$000$in$2$e$83,0$x$01435863,0$x$01$de$2223,0$xinfe$=0=13],[0$x$00400040,0$xlarr$=0006$e$3,0\backslash$times $006-$:$2223,0\backslash$times $00428293,0$xinetimes $00000$B$67,...,$dots,...$],[$cdots$,$cdots,cdots,cdots,...,...,cdots,cdots,cdots$],[0\backslash$times $10010000,0\backslash$times $0000001$e$,0\backslash$times $00000021,0\backslash$times $0000000$e$,0\backslash$times $0000000$b$,0\backslash$times $0000000$E$,0$x$00000020,0\backslash$times $0000001$b$,0\backslash$times $0000000=],[0\backslash$times $10010020,0\backslash$times $00000011,0\backslash$times $00000022,0\backslash$times $00000033,0\backslash$times $00000044,0\backslash$times $00000055,0$x$00000066,0\backslash$times $00000077,0\backslash$times $00000088],[$cdots$,$cdots,cdots,cdots,cdots,cdots,cdots,cdots,cdots$]]$

a$)(1$ Point$)$ Please translate the RISC$-$V binary code back into RISC$-$V assembly code in Table $3.$ The semantics of the first instruction AUIPC is: and here Imm$20=00fc10.$

Table $3$: Assembly Code of the Program

$\backslash$table$[[$Label$,$Instruction$],[$L$1$: $,,$AUIPC $\backslash$times $10,0\backslash$times $0$fc$10],[$L$2$:$,$ADDI x$10,$x$10,0],[$L$3$:$,$ADDI X$11,$ X$0,8],[$L$4$:$,$JAL x$1,$ L$6],[$L$5$:$,$JALR x$0,$x$1,0],[$L$6$:$,$ADDI x$5,$ X$10,4],[$L$7$:$,$SLLI x$6,$x$11,2],[$L$8$:$,$ADD x$7,$x$10,$x$6],[$L$9$:$,$BGE x$5,$x$7,$ L$21],[$L$10$:$,$LWx$6,0($x$5)],[$L$11$:$,$ADDI x$28,$x$5,-4],[$L$\mathrm{.}12$:$,$BLT x$28,$x$10,$ L$18],[$L$13$:$,$LW x$29,0($x$28)],[$L$14$:$,$BGE x$6,$x$29,$ L$18],[$L$15$:$,$SW x$29,4($x$28)],[$L$16$:$,$ADDI x$28,$x$28,-4],[$L$17$:$,$BEQ$\backslash$times $0,$x$0,$L$12],[$L$18$:$,$SW $\backslash$times $6,4(\backslash$times $28)],[$L$19$:$,$ADDI x$5,$x$5,4],[$L$\mathrm{.}20$:$,$BEQ$\backslash$times $0,$x$0,$L$9],[$L$21$:$,$JALR x$16,$x$0,0]]$