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...
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The origins of the Metatron's Cube design are lost in time. Clearly it is related to the Flower of Life, as they both explore the way circles, spheres and hyperspheres cluster together in the most energy efficient way. In Metatron's Cube the center of each circle is connected to the center of every other circle. Two hexagons are formed that create the projection of a Hypercube, and the projections of the 3D Platonic solids can also be found (although the dodecahedron requires the addition of an extra 6 small lines). I believe the significance of Metatron's Cube is in its...
'Metatron's Compass' is a unique geometry in many ways. It can also be named 'the 4 Dimensional Vector Equilibrium', 'the 4 dimensional CubeOctahedron', or 'the Toroidal projection of the 24 Cell Polytope', but I prefer to call it Metatron's Compass as I believe it is the secret behind the popular 2 dimensional design known as Metatron's Cube. The importance of Metatron's Cube lies in its unification of the various possible symmetries of space, as shown in the way that the outlines of the 5 Platonic solids can be found within the 2 dimensional pattern. It also makes visible concepts related...
You can think of the Flower of Life as a symbol of wholeness and harmony expressed in its simplest and purest form. It is not easy to make the flower petals look good at small size but I think we have done a pretty good job here :-) The Flower of Life is one of the best known and most widely recognized 'sacred geometry' patterns. There are good reasons for this as it provides a key for understanding the basic symmetries of space and time. The center of each circle represents a point of radiant energy, and the boundary of...
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 never before seen projection of the 5 dimensional cube into 3 dimensions. 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 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...
This is a lovely pendant sized version of the 64 Tetrahedron Grid that forms a key component in the physics of researcher Nassim Haramein. 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 Many more variants can be found here This form can be made from 8 star tetrahedrons meeting at a central point. It contains within it besides the 64 small tetrahedrons, octahedrons, cuboctahedrons, and cubes. Use the 3D VIEWER below to really explore this geometry. Once it is loaded use the...
Each stone is approx 18 to 25mm. The 5 'Platonic' forms are the only convex forms in 3D where each vertex, edge, and face, is identical. Since Plato (and perhaps Pythagorus and the Egyptian before him) these forms have been thought of as the building elemental blocks of reality.The pentagonal dodecahedron represents spirit, the octahedron air, the tetrahedron fire, the icosahedron water, and the cube earth. The tetrahedron is what we could call 'directional', meaning that it cannot be placed in a gravitational field without seeming to point either up or down, or to one side or the other. It...
Buckminster Fuller was the one who pointed out how remarkable the cuboctahedron is. In many ways it is more important than the more famous 'Platonic Solids'. Fuller called it the 'zero point', the perfect balance between positive and negative forces. The form is bounded by 8 triangles and 6 squares. The axes form each of the triangles into a tetrahedron meeting at the centre point. The 12 vertexes show the closest clustering of equal sized spheres in 3D. This form is the smallest unit of the isotropic vector matrix, and related to the 64 tetrahedron grid in exactly the same...
Sri Yantra is an ancient Vedic sacred geometry. The vibrational nature of this form is visually obvious. Traditionally it is thought to be the closest geometric expression of the universal vibration Aum. It is the physical manifestation of Sri Lalita, the goddess of play and spontaneity. It is remarkably hard to draw perfectly, and it is impressive that the earliest versions found are indeed perfect. By perfect we mean that where the lines cross they must cross at exact mathematical points the central triangle must be equilateral and the central point must be the center of the circles that enclose...
Well okay, it's not really a fractal, but it has a self-similar pattern of triangles on each face :-) which make it look more glittery and delicate. It also shows that the star tetrahedron is one of the forms contained in the '64 tetrahedron grid' or 'isotropic viector matrix'. The star tetrahedron, or technically the stella octangula, is formed from two interlocking tetrahedra. The tetrahedron is the only one of the 5 Platonic Solids that is 'self dual', such that the centre points of its faces create a smaller version of itself. Related forms available in our shop~ More ' star tetrahedron'...
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. 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 ... everything will be some simple relationship to phi (the golden ratio - 1.618... ) The five symmetry is the essence of life as shown by xray cross sections of the DNA double helix. The pentagonal forms do not fit neatly into the...
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...
This is a cute little set. I use about 5 kits at once. It is a lot of fun. Beyond that many the tiny errors in the length of the sticks start to add up and make it harder to create perfect geometries. Pieces: 36PCS Magnetic Sticks & 27PCS Steel Balls Please note: these strong magnets are not a toy and are not suitable for children. People have died or been seriously injured by inhaling or swallowing more than one magnet. In Australia and New Zealand sale of these sets is most likely illegal and therefore we do not ship...
