phase$\_3$: $0000000000400$f$58$ :

$400$f$58$: $53$ push $\%$rbx

$400$f$59$: $4883$ ec $10$ sub $$0$x$10,\%$rsp

$400$f$5$d: $4$c $8$d $442408$ lea $0$x$8(\%$rsp$),\%$r$8$

$400$f$62$: $488$d $4$c $2407$ lea $0$x$7(\%$rsp$),\%$rcx

$400$f$67$: $488$d $54240$c lea $0$xc$(\%$rsp$),\%$rdx

$400$f$6$c: be $3$e $254000$ mov $$0$x$40253$e$,\%$esi

$400$f$71$: b$800000000$ mov $$0$x$0,\%$eax

$400$f$76$: e$8$ b$5$ fc ff ff callq $400$c$30<\_\_$isoc$99\_$sscanf@plt$>$

$400$f$7$b: $83$ f$802$ cmp $$0$x$2,\%$eax

$400$f$7$e: $7$e $16$ jle $400$f$96$

$400$f$80$: $837$c $240$c $07$ cmpl $$0$x$7,0$xc$(\%$rsp$)$

$400$f$85$: $0$f $878$c $000000$ ja $401017$

$400$f$8$b: $8$b $44240$c mov $0$xc$(\%$rsp$),\%$eax

$400$f$8$f: ff $24$ c$560254000$ jmpq $*0$x$402560(,\%$rax,$8)$

$400$f$96$: e$88$d $070000$ callq $401728$

$400$f$9$b: eb e$3$ jmp $400$f$80$

$400$f$9$d: bb $6$d $000000$ mov $$0$x$6$d$,\%$ebx

$400$fa$2$: ba $1$e $020000$ mov $$0$x$21$e$,\%$edx

$400$fa$7$: b$97$f $020000$ mov $$0$x$27$f$,\%$ecx

$400$fac: e$98$b $000000$ jmpq $40103$c

$400$fb$1$: bb $67000000$ mov $$0$x$67,\%$ebx

$400$fb$6$: ba $02010000$ mov $$0$x$102,\%$edx

$400$fbb: b$965010000$ mov $$0$x$165,\%$ecx

$400$fc$0$: eb $7$a jmp $40103$c

$400$fc$2$: bb $76000000$ mov $$0$x$76,\%$ebx

$400$fc$7$: ba $86020000$ mov $$0$x$286,\%$edx

$400$fcc: b$900000000$ mov $$0$x$0,\%$ecx

$400$fd$1$: eb $69$ jmp $40103$c

$400$fd$3$: bb $70000000$ mov $$0$x$70,\%$ebx

$400$fd$8$: ba $7$e $010000$ mov $$0$x$17$e$,\%$edx

$400$fdd: b$9$ ee $010000$ mov $$0$x$1$ee$,\%$ecx

$400$fe$2$: eb $58$ jmp $40103$c

$400$fe$4$: bb $79000000$ mov $$0$x$79,\%$ebx

$400$fe$9$: ba $9$f $000000$ mov $$0$x$9$f$,\%$edx

$400$fee: b$926000000$ mov $$0$x$26,\%$ecx

$400$ff$3$: eb $47$ jmp $40103$c

$400$ff$5$: bb $71000000$ mov $$0$x$71,\%$ebx

$400$ffa: ba ed $010000$ mov $$0$x$1$ed$,\%$edx

$400$fff: b$900000000$ mov $$0$x$0,\%$ecx

$401004$: eb $36$ jmp $40103$c

$401006$: bb $79000000$ mov $$0$x$79,\%$ebx

$40100$b: ba $44020000$ mov $$0$x$244,\%$edx

$401010$: b$924120100$ mov $$0$x$11224,\%$ecx

$401015$: eb $25$ jmp $40103$c

$401017$: e$80$c $070000$ callq $401728$

$40101$c: bb $6$d $000000$ mov $$0$x$6$d$,\%$ebx

$401021$: ba df $020000$ mov $$0$x$2$df$,\%$edx

$401026$: b$943020000$ mov $$0$x$243,\%$ecx

$40102$b: eb $0$f jmp $40103$c

$40102$d: bb $6$d $000000$ mov $$0$x$6$d$,\%$ebx

$401032$: ba $11020000$ mov $$0$x$211,\%$edx

$401037$: b$97$e $020000$ mov $$0$x$27$e$,\%$ecx

$40103$c: $8$b $442408$ mov $0$x$8(\%$rsp$),\%$eax

$401040$: $39$ d$0$ cmp $\%$edx,$\%$eax

$401042$: $7$f $04$ jg $401048$

$401044$: $39$ c$8$ cmp $\%$ecx,$\%$eax

$401046$: $7405$ je $40104$d

$401048$: e$8$ db $060000$ callq $401728$

$40104$d: $385$c $2407$ cmp $\%$bl$,0$x$7(\%$rsp$)$

$401051$: $7506$ jne $401059$

$401053$: $4883$ c$410$ add $$0$x$10,\%$rsp

$401057$: $5$b pop $\%$rbx

$401058$: c$3$ retq

$401059$: e$8$ ca $060000$ callq $401728$

$40105$e: eb f$3$ jmp $401053.$ What is the solution for phase$\_3??$