Below is the board for a simple game, with two tokens, A and B:

$\backslash$table$[[$A$,,,,,$B$]]$

Player A moves first, and the two players take turns moving. Player A can move either one, two, or three squares right while player B can move either one, two, or three squares left. A player may not land on the squqre their opponent occupies but may jump their opponent and if they do this then their opposent must do nothing for their next move. The winner is the player who reaches the opposite end first.

For any position define the heuristic function:

$h=[$ Number $of$ squares A has moved $]-[$ Number $of$ squares $B$ has moved$]$

$($a$)$ Draw a game tree for the first three moves $($A moves, B moves, A moves$).$ This tree should show the actual board arrangements!

$-$ dont copy paste from gpt its wrong