Nets of a cube
The figure represents a possible net of the cube: six squares that can be folded to form a cube.
You can press the Close/open button to close and reopen the cube.
When the cube is open, if you move the mouse over one of the colored segments, the segment lights up together with the other that corresponds to the same segment in the cube.
If the two segments have a vertex in common, then an arrow appears and you can click on the segment to make the adjacent square “roll” and form a new net.
The nets found appear at the top.
The current one is indicated by a white circle. In total there are 11 possible nets (not counting rotations and reflections): can you find them all?
The Hypercube nets can also be explored in a similar way.
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