What tetrahedron can be constructed from the repetitive folding?

Repetitive folding of a square piece of paper can construct a tetrahedron, also known as a triangular pyramid. By folding the paper into a certain pattern, the corners can be brought together to form the vertices of the tetrahedron, while the edges align to create the triangular faces. This method effectively utilizes the properties of geometry and symmetry inherent in the tetrahedron's shape. The resulting structure is a model that demonstrates the principles of three-dimensional space.