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
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'. ฯ Many books have been written just about...
Golden Rectangle Spiral 41mm x 53mm ฯ The ratio of the sides of this rectangle 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'. ฯ Many books have been written...
Mayan Hunab Ku - Galactic Butterflyย in 3 sizes
This gorgeously simple yet intricate Mayan design represents the galactic consciousness. The Mayans were a mysterious people long gone by the time the Spaniards arrived to conquer the Incan Empire. Their obsession with calendars and time is perhaps unmatched by any civilization we know of.
The Hunab Ku is the connection to galactic centre, the heart of the great being we percieve as the Milky Way.
The simple elegance of the Seed of Life patterns 7 circles deisplays one of the most important geometric realizations, that 6 identical circles fit absolutely perfectly around a central one. Extending this pattern by surrounding each of the outer circles in the same way is how the Flower of Life is constructed.
If the Flower represents the entire blueprint of existence then the Seed is the beginning, the origin, the geometric Source.
Sri Yantra, or Sri Chakra, is one of the most venerated geometric designs of India. No one knows who created it or exactly when. It has been argued that it was describedย more that 2000 years ago in theย Shvetashvatara Upanishad.ย It is considered to be the geometric embodiment of the universal vibration AUM. It is also the representation of Sri Lalita the Goddess of beauty, spontaneity and playfulness. Our Sri Yantra is based on the idea of a geometrically 'perfect' version as explained here. Creating a Sri Yantra with the lines meeting at perfect points is not an easy task...
The simple elegance of the Seed of Life patterns 7 circles deisplays one of the most important geometric realizations, that 6 identical circles fit absolutely perfectly around a central one. Extending this pattern by surrounding each of the outer circles in the same way is how the Flower of Life is constructed.
This slightly more substantial form of the seed of life gives more impression of the power contained within the seed. If the Flower represents the entire blueprint of existence then the Seed is the beginning, the origin, the geometric Source.
Choose between two sizes of this design. The idea of a hyperbolic design is that the close the repetitive pattern comes to the boundary the smaller it gets, and therefore an infinite amount of petals can be contained in a finite area. That is the way I like to think of this pattern. I used to think this was a strange unintuitive concept, and then one day I realised that when I imagine the world around me I use a similar process. Because I cannot properly imagine the vast distances of the Universe, I think of further away things as...
Over the last century many researchers have worked on a hypothesis that the basic 3 dimensional geometric forms such as the Platonic Solids form part of the energetic structure of the Earth.ย Gradually the model that has found the most support became this one based on the dodecahedron, icosahedron, and rhombic dodecahedron. Together these vertices form the 15 'great circles' of the 'disdyakis triacontahedron'.ย These lines have been correlated to many different phenomena such as the shape of continents, weather patterns, paths of migrating animals, and even UFO sightings. Here is a page on the Earth Grid from our book...
The 12 outer vetexes of this Ganesha sphere are the points of the cubeoctahedron, also known as the vector equilibrium.ย The sphere with 6 axes displays the triangular and hexagonalย symmetries of the isotropic vector matrix.ย This is the most fundamental geometry of space, of particles and atoms, electrical fields, and cosmological bodies. These same symmetries give rise to the double torus through rotation producing an equatorial plane and polar vortexes.ย In this version the lines are a little thicker than in the version hereย This makes it more substantial in appearance and considerably stronger.
The 64 tetrahedron grid is an interesting fragment of the isotropic vector matrix. Physicist Nassim Haramein suggests it is the optimal minimum size for stabilizing expansive and contractive forces.
The two bounding circles are inspired by the traditional double circles bounding the Flower of Life, and they are also useful in protecting against the vertexes of the geometry during human to human contact.
Note that whilst we make it available in 'gold steel' it is really not recommended to be worn as jewellery, especially against the skin, as being steel it will rust if it becomes moist.
The double torus is one of the main geometric forms in Nassim Haramein's unified field physics. It is the shape of the electromagnetic field around particles, atoms, planets and galaxies. Watch the video below for a much more detailed explanation by Foster Gamble!ย
The smaller version is approximately 23mm diameter, and the larger version approximately 33mm.
It is not easy to make the flower petals look good atย small size but I think we have done a pretty good job here :-) For a full explanation of this importantย symbol see my book 'Understanding Sacred Geometry and the Flower of Life - a Higher Dimensional Perspective on an Ancient Wisdom Stream'ย at www.UnderstandingSacredGeometry.com Here is an extract from the book ~ Anย overlapping circles gridย is a geometric pattern ofย repeating, overlappingย circlesย of equalย radiiย inย two-dimensional space. Commonly, designs are based on circles centered onย trianglesย (with the simple, two circle form namedย vesica piscis) or on theย square latticeย pattern of points. Patterns of seven overlapping circles...
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 matter Sometimes 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 directlyย ;-)
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...
