Consider the following grid world. The calculated value of each state in the n$-$th iteration of the

policy evaluation method is given inside the cells. Suppose the discount factor $$ is equal to $1.$ The

environment is deterministic, and the policy moves left with probability $p=0\mathrm{.}6,$ while moves in other

directions $($up$,$ right, down$)$ are equally probable. Moving in any direction results in a reward of $-1.$

Calculate the next values for each of the shaded cells.