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In this we paper we consider the version of the classical Towers of Hanoi games where the game-board contains more than three pegs. For k pegs we give a 2Ckn1/(k-2) lower bound on the number of steps necessary for transferring n disks from one peg to another. Apart from the value of the constants Ck this bound is tight.

In How Many Steps the k Peg Version of the Towers of Hanoi Game Can Be Solved?