Load the values in memory at addresses $0$x$01$ and $0$x$03$ into registers

Note: since we have not discussed ways to get other data into our memory yet, we will directly modify your code so that the second $(0$x$01)$ and fourth $(0$x$03)$ bytes are the input values. This means your first $(0$x$00)$ and third $(0$x$02)$ bytes $($instructions$)$ should be very specific operations.

Compute the modulo of those values $($i$.$e$.,($what$$s at $0$x$01)$ mod $($what$$s at $0$x$03))$

Store the product at address $0$xD$0$

Halt once it is done

For example, if mod.binary begins $\_\_10\_\_06$ then when it is finished it should have $04$ in address $0$xD$0$; in decimal, that is $16$ mod $6,$ which is $4.$ If mod.binary begins $\_\_7$F $\_\_0$A then when it is finished it should have $07$ in address $0$xD$0$; in decimal, that is $127$ mod $10,$ which is $7.$

Note: We should be able to change the second and fourth bytes of your program to do other modulo calculations too.

You may assume that neither value will be negative, but either may be zero. If either operand is $0,$ your code should set the value at $0$xD$0$ to $0$x$00.$