Tower of Hanoi

With an innovative and modern design, this classic eight-story puzzle requires a minimum of 255 moves to solve. Do you dare with him?

The Towers of Hanoi is a puzzle or mathematical game invented in 1883 by the French mathematician Édouard Lucas.1 This individual board game consists of a series of perforated discs of increasing radius that are stacked by inserting them into one of three posts fixed to a board. . .
The game consists of moving all the disks from the occupied position (i.e. the tower) to one of the other empty positions. To achieve this goal, it is necessary to follow three simple rules:
1. Only one disc can be moved at a time and to move another the others have to be on posts.
2. A larger disk cannot be on top of a disk smaller than it.
3. You can only move the disk at the top of each post.
There are various ways to reach the final solution, all following different strategies.
The lid of the box is reversible and is where the sticks are housed to carry out the challenge.