This is one of my studies in 3 dimensionalizing the tradition Metatron's Cube design. Each 'shell' has 12 spheres just as the traditional design has 6 circles touching the innermost circle. If the centre of each of these 24 spheres were joined to every other point we would have an exact 3D analog of the 2D Metatron's Cube. By analogy then if the 2D form is to be known as Metatron's Cube, then this form must be one dimension higher and be known as Metatron's Hypercube This form is provided in a variety of colors in resin as metals will...
This is a beautifully delicate version of the 64 Tetrahedron Grid that forms a key component in the physics of researcher Nassim Haramein. Many more variants can be found here The 64 tetrahedron grid has become popular lately due to the work of physicist Nassim Haramein. He proposes that 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 the infinite extension of this form the Isotropic Vector Matrix.If you would like to learn more about geometry and the new physics...
The 64 tetrahedron grid has become popular lately due to the work of physicist Nassim Haramein. He proposes that 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 the infinite extension of this form the Isotropic Vector Matrix. If you would like to learn more about geometry and the new physics I highly recommend the (now free for everyone ) Resonance Projects Delegate Program here The 64 tetrahedron grid is a section of the infinite triangular pattern that Bucky Fuller called...
This is a cluster of 8 Vector Equilibriums and 7 Octahedrons. The pattern can be extended indefinitely as what is technically called a space filling honeycomb. This form is a study of the nature of spacetime itself. It is based on Buckminster Fuller's work with the Vector Equilibrium. If you would like to learn more about geometry and the new physics I highly recommend the Resonance Projects Delegate Program here As shown in the image above, space can be tiled with a combination of Vector Equilibriums (aka Cuboctahedrons) and Octahedrons in the spaces inbetween. As Fuller showed using rubber connections...
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...
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. VIEW IN FULL SCREEN 3D ~Click PLAY below, and then go full screen using the bottom right icon. Use the left and right mouse button to move the geometry. If you have a track pad then you can zoom...
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 FULL SCREEN 3D ~Click PLAY below, and then go full screen using the bottom right icon. Use the left and right...
This eye pleasing form represents the shape of the electromagnetic field, especially as described in the work of Nassim Haramein. Energy spirals out from the equatorial plane, and circulates back through the poles to the centre. The torus (donut, smoke ring, circle spinning around an external axis) is one of the key geometries for understanding the dynamics of energy at all scales from the subatomic to the supergalactic. Whatch the video below for more info. A spinning sphere naturally has toroidal, (or you could say 'double toroidal'), dynamics through its polar and equatorial differences. The sphere, the torus, and the double torus, are...
The double torus represents a new understanding of energy fields that are fundamental forms from the level of Galaxies to Stars, Planets, Magnetic Fields and even subatomic particles. Nassim Haramein has popularised it, as do the Primer Fields videos. But many other experimenters and alternative scientists have noted that the equatorial null zone of the magnetic field is of great importance. To oversimplify it - all things spin, and all spin has equatorial expansion as well as polar contraction. If you would like to learn more about geometry and the new physics I highly recommend the Resonance Projects Delegate Program...
This shape is made from 12 circles that create 12 five pointed stars. It is another variation on the starcage dodecahedral theme. Variations are also here The Cage of Stars ~ by NDV The Angel trap Is a jewel that contains An infinity of stars And if once a spirit Should glance into its depths He will forever remain Lost within its heart For the endless reflections Of time will circle round him And in each face He will find a small part Of the infinite design Like a memory to confound him With impossible meanings Like invisible bars And...
This is a never before seen projection of the 5 dimensional cube into 3 dimensions. 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. Toroidal Projections of Higher Dimensional FormsMy most important geometric discovery is the way that many higher dimensional forms can be enfolded into 3D so that they become toroidal (donut shaped) forms.The 4D hypercube was the first and simplest discovery. It was many years before I realised that the 5D...
The 48 spheres surrounding the central sphere form 4 shells each of which is a cubeoctahedral sphere or vector equilibrium. 24 spheres around a central sphere make the 3d Metatrons Cube, but here we have a 3d Metatrons Cube inside another 24 spheres. By analogy this is then a variation of the 4D Metatrons Cube which should indeed have 48 hyperspheres surrounding a central hypersphere in two layers of 24. I like this form a lot :-) Visually the extra shells make the concentric circles much more visible. Adding magnets to it in the same manner as with the smaller...
The way 12 stars can be made to enclose space is quite enchanting. This figure is made simply by replacing the pentagonal faces of a dodecahedron with 5 pointed stars. It is really only the dodecahedral and icosahedral forms that lend themselves to this kind of 'stellation'. Geometers tell us that it is only in two three, and four dimensions that this phenomena of stellating the platonic forms occurs. Star forms are inherently dynamic and unstable. It is interesting to contemplate that (to put it perhaps too simply) beyond the fourth dimension there are no stars. This model will be...
See our complete range of Sacred Geometry designs in our Shapeways shop here and visit our Info site and Forum at SacredGeometryWeb.com The Icosahedron and Dodecahedron are 2 of the 5 Platonic solids that share a 5 symmetry. They are 'duals' of each other as is shown in this model where the innermost Icosa is stellated to produce the Dodeca that is again stellated to produce the larger Icosa. The Icosa has 12 vertexes and 20 faces whilst the Dodeca has 12 faces and 20 vertexes. The lines here are a little thick at 2mm but this makes them stronger...
A study of the possible symmetries of space. This is an extension of my other models based on the cubeoctahedron. This one has the 3 more axes showing the full cubic and octahedral symmetries. The Cubeoctahedral in blue with the Octahedral green.
This is one of my studies in 3 dimensionalizing the tradition Metatron's Cube design. I particularly enjoy its atomic rings from a certain perspective, and the ease with which you can see the 12 directions from the center Here we have two sets of 12 points surrounding the centre. If each of these points were joined to every other point we would have an exact 3D analog of the 2D Metatron's Cube. By analogy then if the 2D form is to be known as Metatron's Cube, then this form must be one dimensiona higher and be known as Metatron's Hypercube...
