The game was named <<The Tower of Hanoi>> because of its shape which resembles the architecture of temples in Far Eastern countries. The game was invented by the French mathematician François Édouard Anatole Lucas in 1883.
Place the 7 dissimilar pieces on the central pillar arranged by size so that the smallest is at the top and the largest at the bottom. Transfer the 7 dissimilar pieces from the central pole to one of the other two without taking more than one in each movement and without placing a larger piece on top of a smaller one. Try to accomplish this in the fewest number of moves (128) and reduce the problem solving time.
Meet the mental challenge of “compose-combine” by enlisting concentration, imagination, logic and patience.