An important technique for detecting errors in data transmission is the concept of a parity bit. In this question, you will write a program to compute the $($even$)$ parity bit for a $16-$bit data value. This parity bit $($which is either $0$ or $1)$ is computed so that the number of bits that is $1$ in the data value along with the parity bit is even.

Write an LC$-3$ program that will read in a $16-$bit hexadecimal value from the memory location DATA. It will then print out to the console the even parity bit value, which is the $1$ or $0$ bit that would need to be appended to the value in order to make the total number of one bits in the $16$ bit input is even.

For example, if the $16$ bits in question is $1001101010111100($or x$9$ABC Hexadecimal$).$ This input has $9$ one bits, and since $9$ is odd, the parity bit would be $1.$ If the input was $1010101111001101($or xABCD Hexadecimal$),$ then the input has $10$ one bits $($which is even$)$ and therefore the parity bit would be $0.$