I$\text{'}$m working on a binary puzzle and analyzing the disassembled code for three functions. The challenge involves providing two numbers that successfully pass through the comparison checks without triggering the explosion.

:

$40149$f: cmp $$0$x$7,\%$edi

$4014$a$2$: ja $4014$d$1$

$4014$a$4$: mov $\%$edi,$\%$edi

$4014$a$6$: jmpq $*0$x$403180(,\%$rdi,$8)$

$4014$ad: mov $$0$x$189,\%$eax

$4014$b$2$: retq

$4014$b$3$: mov $$0$x$302,\%$eax

$4014$b$8$: retq

$4014$b$9$: mov $$0$x$221,\%$eax

$4014$be: retq

$4014$bf: mov $$0$x$376,\%$eax

$4014$c$4$: retq

$4014$c$5$: mov $$0$x$333,\%$eax

$4014$ca: retq

$4014$cb: mov $$0$x$247,\%$eax

$4014$d$0$: retq

$4014$d$1$: sub $$0$x$8,\%$rsp

$4014$d$5$: callq $401$c$8$e

$4014$da: mov $$0$x$0,\%$eax

$4014$df: add $$0$x$8,\%$rsp

$4014$e$3$: retq

$4014$e$4$: mov $$0$x$25$e$,\%$eax

$4014$e$9$: retq

:

$401$f$81$: sub $$0$x$8,\%$rsp

$401$f$85$: mov $\%$rdx$,\%$rcx

$401$f$88$: mov $\%$rsi,$\%$rdx

$401$f$8$b: mov $$0$x$403979,\%$esi

$401$f$90$: mov $$0$x$0,\%$eax

$401$f$95$: callq $401180<\_\_$isoc$99\_$sscanf@plt$>$

$401$f$9$a: cmp $$0$x$2,\%$eax

$401$f$9$d: jne $401$fa$4$

$401$f$9$f: add $$0$x$8,\%$rsp

$401$fa$3$: retq

$401$fa$4$: callq $401$c$8$e

:

$4014$ea: push $\%$rbx

$4014$eb: sub $$0$x$10,\%$rsp

$4014$ef: movl $$0$x$0,0$xc$(\%$rsp$)$

$4014$f$7$: movl $$0$x$0,0$x$8(\%$rsp$)$

$4014$ff: lea $0$x$8(\%$rsp$),\%$rdx

$401504$: lea $0$xc$(\%$rsp$),\%$rsi

$401509$: callq $401$f$81$

$40150$e: mov $0$x$8(\%$rsp$),\%$eax

$401512$: cmp $\%$eax,$0$xc$(\%$rsp$)$

$401516$: je $401536$

$401518$: mov $0$xc$(\%$rsp$),\%$edi

$40151$c: callq $40149$f

$401521$: mov $\%$eax,$\%$ebx

$401523$: mov $0$x$8(\%$rsp$),\%$edi

$401527$: callq $40149$f

$40152$c: cmp $\%$eax,$\%$ebx

$40152$e: jne $40153$d

$401530$: add $$0$x$10,\%$rsp

$401534$: pop $\%$rbx

$401535$: retq

$401536$: callq $401$c$8$e

$40153$b: jmp $401518$

$40153$d: callq $401$c$8$e

$401542$: jmp $401530$