Ten Geometry Animations - GeometryCode.com

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Uploaded by on Sep 5, 2011

Ten animations (each played forward and then in reverse) based on sacred geometry;

1) a 5x5 fractal matrix of 12 tori (plural of torus, the mathematical word for the donut shape) encircling 12 tori encircling 12 tori, contracting the matrix into 1 and back out again;

2) a stellated dodecahedron with duplicated outer spherical vertices;

3) a dodecadodecahedron (pentragrams on each of 12 outer faces) made from cylinders whose diameters expand and contract; the 'star' shape is still evident even when morphed almost beyond recognition;

4) an animated version of "Jupiter, Saturn and Uranus per Martineau" zooming in and out of the equilateral triangle tunnel made by planes of colorized tiles of Saturn's rings; more details at: http://www.geometrycode.com/gallery/martineau-solar-system-gallery/

5) a bird's eye (fish eye lens) view of a hollow pyramid made from stacked spheres; each layer is stacked until the apex is reached and then unstacked back to the ground;

6) upon a nested hexagram base made of cylinders, a "Fruit of Life/Flower of Life" arrangement of crystal spheres is expanded and then contracted; this image and animation was created for the Global Sacred Geometry Conference in Sedona, Arizona in 2004;

7) A hexagonal spiral fractal of pearly metallic spheres is built up one concentric layer at a time and then dismantled in reverse back to the origin;

8) A spiral with multicolored shadows is built up one square layer of metallic spheres at a time and then dismantled in reverse back to the origin;

9) Over a tiled hexagonal floor, four tetrahedrons (red, yellow, turquoise and lavendar) converge to form a "merkaba" star tetrahedron (a.k.a. stella octangula by DaVinci) pair, then diverge back to their starting points;

10) A silvery/golden metallic icosahedron frame collapses while a stellated (multi-color faceted) version of it's dual (the dodecahedron) within a translucent spherical bubble expands, showing the geometric relationships; note how the vertices are identical at one point in the sequence; the animation then reverses as all 10 in this series do.

These geometric animations were created using POVray by Bruce Rawles.

More info at www.GeometryCode.com

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