Consider the assembly fragment given below for a C function, which takes integer types as parameters.

$0$x$080483$db $<+0>$: push $\%$ebp

$0$x$080483$dc $<+1>$: mov $\%$esp,$\%$ebp

$0$x$080483$de $<+3>$: sub $$0$x$10,\%$esp

$0$x$080483$e$1<+6>$: mov $0$x$8(\%$ebp$),\%$edx

$0$x$080483$e$4<+9>$: mov $0$xc$(\%$ebp$),\%$eax

$0$x$080483$e$7<+12>$: add $\%$edx,$\%$eax

$0$x$080483$e$9<+14>$: mov $\%$eax,$-0$x$8(\%$ebp$)$

$0$x$080483$ec $<+17>$: mov $-0$x$8(\%$ebp$),\%$eax

$0$x$080483$ef $<+20>$: imul $0$x$10(\%$ebp$),\%$eax

$0$x$080483$f$3<+24>$: mov $\%$eax,$-0$x$4(\%$ebp$)$

$0$x$080483$f$6<+27>$: mov $-0$x$4(\%$ebp$),\%$eax

$0$x$080483$f$9<+30>$: leave

$0$x$080483$fa $<+31>$: ret

What is the minimum number of possible integer input parameters to this function?