Write an LC$-3$ assembler program that checks whether the player is within a certain Manhattan

distance of a specified $$goal$$ point.

a$)$ Place your code in the assembly file $$manhattan$\_$dist.asm$.$

b$)$ The assembly file contains predefined constants, G$\_$X$,$ G$\_$Y and G$\_$Z$,$ that specify the

position of the goal point.

c$)$ An additional predefined constant, GOAL$\_$DIST, specifies the distance bound to be checked.

You may assume that GOAL$\_$DIST $>0.$

d$)$ The Manhattan distance between the player and the goal point is given by:

dmanhattan $=|($playerPos$.$x $-$ G$\_$X$)|+|($playerPos$.$y $-$ G$\_$Y$)|+|($playerPos$.$z $-$ G$\_$Z$)|$

If this inequality is met, the program should output $$The player is within Manhattan

distance of the goal$$ to Minecraft chat. Otherwise, it should output the following string to

the Minecraft chat: $$The player is outside the goal bounds$.$

Starter code in the file,

$.$ORIG x$3000$

HALT

; Note: Please do not change the names of the constants below

G$\_$X $.$FILL #$7$

G$\_$Y $.$FILL #$-8$

G$\_$Z $.$FILL #$5$

GOAL$\_$DIST $.$FILL #$10$

$.$END