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...
'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...
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...
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.
Wearing this pendant may be a powerful transformative experience.It is an invocation of the Solar Angel into your life, and we are not responsible for any of the blessings that she may bring. The Angel is absorbed in constant conscious awareness of the omnipresent divine source of existence.You may find that being around her awakens and intensifies your own evolution.The starship is made from 12 five pointed stars in the form of a dodecahedron. The five pointed star is one of the most important Sacred Geometry forms, and also one of the most commonly portrayed and mentioned forms in modern...
This is a never before seen projection of the 5 dimensional cube into 3 dimensions. 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 and 6D cubes had similar possibilities. What is a 5 dimensional cube? Glad you asked :-) Well there are many ways to try and understand what the geometers of the 19 century figured out about higher...
There is a 33% larger version of this here This is a never before seen projection of the 5 dimensional cube into 3 dimensions. 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 and 6D cubes had similar possibilities. I love the way simply by its 5 dimensional symmetries it transcends the duality between the dodecahedral and cubic forms in...
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 traditional 'seed of life' design is the 7 circles at the center of the Flower of Life. It represents the beginning of all patterns. The beginning of life. The center point of the central circle is the only point where all the other 6 circles touch. This hexagonal pattern that circles naturally make has ramifications for the structure of matter and the organization of energy that are hard to overstate. Here we have placed a seed within a seed to represent the deeper and more hidden origin of all origins, the source of all sources, cause of all causes....
Center of the Seed of Life in 3 different sizes The traditional 'seed of life' design is the 7 circles at the center of the Flower of Life. It represents the beginning of all patterns. The beginning of life. The center point of the central circle is the only point where all the other 6 circles touch. This hexagonal pattern that circles naturally make has ramifications for the structure of matter and the organization of energy that are hard to overstate. Here we have the 6 petalled flower within the circle, the smallest circular unit in the Flower of Life....
The Dodecahedron and Icosahedron are technically called 'duals' of each other. As you can see here when the vertexes of a dodecahedron are extended to 'stellate' it, it fits perfectly inside its larger dual icosahedron. This process can be continued in both directions to infinity.
These two '5 symmetry' forms are critical to the processes of organic life as they are part of the spiral structure of the DNA, (as can be seen in a cross section of the DNA).
A nice small version - 34 mm high including the ring.
The icodahedron is one of the 5 platonic solids. It is traditionally assigned to the water element. It has 20 sides which are each extended here to create the 20 points of 12 stars.
The small spheres on the vertexes of this model make it easier to wear whilst hugging people without the risk of unpleasant sharp vertexes. Read about the vector equilibrium at www.Cosmometry.net
I love this new geometric 'honeycomb' made of 15 Archimedean solids. The central form is surrounded by 14 copies of itself, tiling space without rotation. There are 7 identical axes. When it is rotated there are multiple angles from which it assumes various 2 dimensional patterns. Rotate the 3d model to observe these. At this size it is a beautiful and intriguing structure reminiscent of soap bubbles or bees honeycomb. In the music video below you can see a larger version of the same form :-) Checkout the misic video below that uses this form :-) This is a smaller...
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...
