5 Vector Equilibriums formed into a circle. As explained by Buckminster Fuller, the VE is one of the, if not THE, most important 3 dimensional form. It is the balance point between contraction and expansion. Its vertices are the closest packing of 12 spheres around a central sphere. The Vector Equilibrium is part of the Cubic family that includes the Tetrahedron (and star tetrahedron), the Octahedron, the Cube, the 64 Tetrahedron Grid, and the Isotropic Vector Matrix.However - it does not include the 5 symmetry Platonic forms, and the link between them is not obvious.Therefore this model is significant in...
The 12 points of the stellated dodecahedron form an invisible icosahedron. (We also have a model where the icosahedron is added as well). These are the two 5 symmetry platonic solids. The 5 symmetry of these shapes is what creates the instability that allows life to exist so it is natural that the DNA should be based on them. The five symmetry also means that all the line lengths are in golden mean proportions. In fact this is the primary geometric expression of the Golden Ratio. No wonder it is such a pleasing and entrancing form !
This is the large full color 10cm version. The 64 tetrahedron grid has become popular lately due to the work of physicist Nassim Haramein. He believes this shape best represents the balance between the expansive and contractive forces of space. Nassim's work in this regard is based on the work of Buckminster Fuller who called this form the Isotropic Vector Matrix. 3D VIEWER ~After loading, use the full screen icon in the bottom right,and the right mouse button zoom, to really explore the structure.Please note: the colours in the product image gallery above are probably more true to life than the3D...
This is a section of the six dimensional toroidal hypercube. It is shows the simple and beautiful 12 sided symmetry and toroidal/hexagonal structure.
You can see the full 6D cube with all its inner complexity here
VIEW IN 3D ~Click PLAY below, and then go full screen. Use the left and right mouse button to move the geometry. If you have no mouse then you can zoom by using two fingers.
Hot off the interdimensional presses, this conceptualization of the 6D cube has not been seen before in this universe! Visually it has an inner torus and an outer torus, and they both seem to be spinning vortexes like water going down a plug hole into the centre. WE CONSIDER THIS TO BE ONE OF THE MOST IMPORTANT ITEMS IN OUR SACREDGEOMETRICAL SHOP! :-) After loading, use the full screen icon in the bottom right, and the right mouse button zoom, to really explore the structure. An interesting feature of the 6D cube is that its 64 vertexes can be mapped to...
Other versions of this as a pendant or altar piece in gold plate etc are available here This version in 'sandstone' resin is large enough to see the internal structure much more clearly.Hot off the interdimensional presses, this conceptualization of the 6D cube has not been seen before in this universe! Visually it has an inner torus and an outer torus, and they both seem to be spinning vortexes like water going down a plug hole into the centre. VIEW IN 3D ~After loading the 3D model below, use the full screen icon in the bottom right,and the right mouse button zoom,...
Hot off the interdimensional presses, this conceptualization of the 6D cube has not been seen before in this universe! VIsually it has an inner torus and an outer torus, and they both seem to be spinning vortexes like water going down a plug hole into the centre. WE CONSIDER THIS TO BE ONE OF THE MOST IMPORTANT ITEMS IN OUR SACREDGEOMETRICAL SHOP! :-) After loading, use the full screen icon in the bottom right, and the right mouse button zoom, to really explore the structure. An interesting feature of the 6D cube is that its 64 vertexes can be mapped to...
Hot off the interdimensional presses, this conceptualization of the 6D cube has not been seen before in this universe! Visually it has an inner torus and an outer torus, and they both seem to be spinning vortexes like water going down a plug hole into the centre. WE CONSIDER THIS TO BE ONE OF THE MOST IMPORTANT ITEMS IN OUR SACREDGEOMETRICAL SHOP! :-) After loading, use the full screen icon in the bottom right, and the right mouse button zoom, to really explore the structure. An interesting feature of the 6D cube is that its 64 vertexes can be mapped to...
Hot off the interdimensional presses, this conceptualization of the 6D cube has not been seen before in this universe! VIsually it has an inner torus and an outer torus, and they both seem to be spinning vortexes like water going down a plug hole into the centre. WE CONSIDER THIS TO BE ONE OF THE MOST IMPORTANT ITEMS IN OUR SACREDGEOMETRICAL SHOP! :-) After loading, use the full screen icon in the bottom right, and the right mouse button zoom, to really explore the structure. An interesting feature of the 6D cube is that its 64 vertexes can be mapped to...
Each of the lines of an icosahedron has been extended so that the 20 triangles beach becomes a point of a star. These outer points can be linked to form a dodecahedron. These twin 5 symmetry forms both embody the golden ratio in all their proportions. They are related to the DNA and the process of life, whereas the 3 and 4 symmetry forms are related more to space, time, matter, and energy.
Due to the popularity of Drunvalo Melchizedek's 'Flower of Life Workshops' and books, the star tetrahedron is nowadays often referred to as 'the Merkabah', (vehicle of chariot for the light body of the soul to travel the planes of existence in). The star tetrahedron is also called the 'stella octangula' because of its 8 vertices. A tetrahedron by itself is polarised, whereas two interpenetrating like this represents a union of the polarities. This form is also part of the 'isotropic vector matrix', the triangular hexagonal grid formed by packing spheres as closely as possible. The tripple star tetrahedron shows the scale...
Due to the popularity of Drunvalo Melchizedek's 'Flower of Life Workshops' and books, the star tetrahedron is nowadays often referred to as 'the Merkabah', (vehicle of chariot for the light body of the soul to travel the planes of existence in). The star tetrahedron is also called the 'stella octangula' because of its 8 vertices. A tetrahedron by itself is polarised, whereas two interpenetrating like this represents a union of the polarities. This form is also part of the 'isotropic vector matrix', the triangular hexagonal grid formed by packing spheres as closely as possible. The double star tetrahedron shows the scale...
The Icosahedron and Dodecahedron are 'geometric duals' of each other. Their faces and vetices share the same symmetry axes, which is why they fit together so neatly. Here we have a very small icosahedron at the center, expanded by stellation to a dodecahedron, which is expanded again to the outer icosahedron. (this process of containing these two forms inside each other can be continued to infinity in both directions. The five symmetry forms are entirely golden ratio proportions. Compared to the length of one edge, any opther measurement between vertexes, face centres, and even the mid points between them ......
Click PLAY below, and then go full screen. Use the left and right mouse button to move the geometry. If you have no mouse then you can zoom by using two fingers. The angel of sacred geometry travels the multiverse in her starship. Sometimes she opens the window and reveals herself as the 12th star, the solar angel, or 'higher self'. This makes it easier for her to see out and you to see in. She is an experienced navigator of the sea of possibilities and can help you to manifest the most complete expression of your highest visions....
The Stellated Dodecahedron with its 12 stars is one of the most beautiful extensions of a Platonic Solid. It relates to the DNA structure, and of course being pentagonal it is all golden ratio proportions.
Joining the outer points would create an icosahedron and we also offer a version like this. This version is the pure form, however we also offer a version with small spheres on the vertices.
This is the standard two dimensional drawing of the 4 dimensional cube known as the hypercube or tesseract. A technical description can be found on Wikipedia here https://en.wikipedia.org/wiki/Hypercube
This design has all 8 cubes identically depicted. Each of the 8 sides of the bounding octagon is the side of a square.
Many variations on our unique three dimensionalization of the hypercube can be found here
