Need a chain for your pendant or necklace? Find a perfect match from the chains we offer below:
Black satin cord (30 inches)2mm black satin cord which may be cut to your desired length and tied intoan adjustable knot.
Silver round cable chain (16 inches)Argentium Silver chain (1.1mm width, 4mm clasp connector) with excellent tarnish-resistance. Pairs perfectly with any silver finish, plastic, steel, andmore.
Yellow gold filled cable chain (16 inches)14/20 yellow gold-filled chain (1.5mm width, 3mm clasp connector) will pairperfectly with Brass, Bronze, Steel, and 14k - 18k gold jewelry.
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 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...
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...
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'...
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...
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...
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. 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...
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. 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...
Golden Triangle Spiral 30x52 mm The ratio of the sides of this triangle are 1 to 1.618... This unique ratio is known by many names such as the Golden Mean, Golden Ratio, Divine Proportion. It is the only ratio where the smaller part is to the larger part as the larger part is to the whole. The Golden Ratio is the essence of all ratio. It is the simplest self-referential mathematical statement. It is symbolised by a line through a circle, which also looks very much like a 'one' through a 'zero'. ϕ Many books have been written just about...
This item is designed by Narada Dan Vantari, creator of www.SacredGeometryWeb.com and author of 'Understanding Sacred Geometry and the Flower of Life - a Higher Dimensional Perspective on an Ancient Wisdom Stream'. See the whole collection of geometries at www.3dMandalas.com browse our book at www.UnderstandingSacredGeometry.com and join the discussion at www.SacredGeometryForum.comIn geometry, the small stellated dodecahedron is a Kepler-Poinsot polyhedron, named by Arthur Cayley, and with Schläfli symbol ,It is one of four nonconvexregular polyhedra. It is composed of 12 pentagrammic faces, with five pentagrams meeting at each vertex. It shares the same vertex arrangement as the convex regular icosahedron. It also shares the same edge arrangement with the great icosahedron. It is the second of four...
The Platonic Solids are so important to geometry that I thought to make them as affordable as possible. All 5 are the same approx 35mm height. The best way to understand these geometries is as symmetrical packing of spheres. If you have 4 identical spheres and squash them together, their centers will naturally arrange themselves in the shape of a tetrahedron, the simplest straight edged 3 dimensional form. Note that the distances and angles between all vertexes is identical. Perhaps a little less obvious (and less stable), 6 spheres will form an Octahedron. The more spheres you add the less...
The angel of sacred geometry travels the multiverse in her starship. She is an experienced navigator of the sea of possibilities and can help you to manifest the most complete expression of your highest visions.Her starship is a stellated dodecahedron, which relates to the cross section structure of the DNA and the encoding of spirit into matterSometimes she opens the window and reveals herself as the 12th star, the solr angel, or 'higher self'. We offer the same model with the front star point removed so that you can communicate with her more directly ;-) VIEW IN FULL SCREEN...
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. The 20 sided icosahedron is one of the 5 Platonic Solids, convex forms that have all their angles and faces equal. The 5 symmetry of these 5...
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...
