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{"ops":[{"insert":"Chess Game Knight\u2019s travails.\nYou are required to do the following:\n1. Explain how you can ensure that any move do not go off the board.\n2. Choosing a search algorithm for finding the shortest path for the knight\u2019s travails.\n3. Defend your choice of an appropriate search algorithm to find the best possible \nmove from the starting square to the ending square.\n4. Creating a script for a board game and a knight.\n5. Create a diagrammatical tree structure, to illustrate all possible moves of the \nknight as children in the tree structure\nHint:\nDevelop a data structure similar to binary trees. Using a standard 8 X 8 chessboard, show\u00a0the knight\u2019s movements in a game. As you may know, a knight\u2019s basic move in chess is\u00a0two forward steps and one sidestep. Facing in any direction and given enough turns, it\u00a0can move from any square on the board to any other square.\u00a0\n"}]}
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