Fantastic ∆ Tetrahedron ∆ Nassim Haramein ∆ Buckminster Fuller ∆ Geometry ∆ Vector equilibrium … | Sacred geometry symbols, Sacred geometric symbols, Sacred geometry universe

If you want to build the geometry of the structure of the space that is everywhere in the universe, which is an infinite tetrahedral array, you begin with the first octave of what becomes an infinite fractal division of the space in a perfectly balanced state: a set of 64 tetrahedrons. With this you have what Buckminster Fuller called the "vector equilibrium" (aka the cube octahedron) inside a second cube octahedron that is twice as large made of a total of 64 tetrahedrons: an octave.

Sacred Geometry

∆ Tetrahedron ∆ Nassim Haramein ∆ Buckminster Fuller ∆ Geometry ∆ Vector equilibrium ∆ The Flower of Life and Sacred Geometry ∆ Sacred geometry ∆