Question: Solve this using C++ Candidate Boris is going to have a small walk. Bytetown can be represented as N- dimensional cube with edge size D. Initially Boris stands in cell with coordinates (0, 0, ... 0) and his destination is cell (D-1, D-1,... D-1). His route consists of chain of the cells, where each pair of consecutive cells differs in exactly one coordinate by 1 and sum of coordinates strictly increases during his walk. Note that Boris walks through the cells not points.

agents: An agent is trying to eat all the food in a maze that contains obstacles, but he now has the help of his friends! An agent  cannot occupy  a  square that has an obstacle. There are initially k pieces of food (represented by dots), at positions (f1,...,fk). There are also n agents at positions (p1,...,pn). Initially, all agents start at random locations in the maze. Consider a search problem in which all agents move simultaneously ;that is, in each step each agent moves into some adjacent position (N, S, E, or W, or STOP). Note that any number of agents may occupy the same position.           Figure 1: A maze with 3 agents For each of the following heuristics, indicate (yes/no) whether or not it is h1: The number of dots (representing food) remaining. [ True, False ]. h2(s)=0, where s is a state node. [ True, False ]. h3(s)=1, where s is a state node. [ True, False ].

2.