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When the basic motif is repeated in a hexagonal array, the edges require an ingenious adjusment.

When the basic motif is repeated in a hexagonal array, the edges require an ingenious adjusment.

Penrose Sun Tile Wall Decal- The Penrose Sun, in all its glory.  Available in all sizes, it shows the many patterns arising from just two basic shapes- "darts" and "kites".

Penrose Sun Tile Wall Decal- The Penrose Sun, in all its glory. Available in all sizes, it shows the many patterns arising from just two basic shapes- "darts" and "kites".

Golden Mean Ratio: The golden ratio describes the relationship between two proportions. Very similar to nature it follows the 1:1.61 Ratio.

Golden Mean Ratio: The golden ratio describes the relationship between two proportions. The ratio between subsequent Fibonacci numbers approaches the Golden Ratio, denoted by the Greek letter Phi.

Erik Soderberg

8 mind-blowing geometric GIFs that will transfix you

the meaning of sacred geometry

Discover Flower Of Life Apparel Limited Edition T-Shirt, a custom product made just for you by Teespring. - The Flower of Life is A sacred symbol that has.

479 Likes, 38 Comments - Jeea Mirza (@jeeamirza) on Instagram: “A little step by step to show the various stages.... #islamicart #islamicartwork #islamicdesign…”

479 Likes, 38 Comments - Jeea Mirza (@jeeamirza) on Instagram: “A little step by step to show the various stages.... #islamicart #islamicartwork #islamicdesign…”

moorish-tiles-26610552.jpg 800×818 pixels

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Tile construction

Richard Henry – Unmayyad Pattern Islamic Geometric Designs Thought id post this for people who want to know how to sketch these amazing patterns :) im buying this book… Click:.

Max Bruckner 1906 polyhedra

The complete icosahedron, with irregular faces, was first studied in 1900 by Max Bruckner. He extended the stellation theory beyond regular forms, and iden.

The points of an Icosahedron (one of the 5 Platonic Solids) an be made by intersecting 3 Golden rectangles (based on the proportion Phi - 1:1.618 - the Golden Ratio). An icosahedron has 20 triangular faces, 30 edges and 12 vertices with five triangular faces meeting at each vertex.

The points of an Icosahedron (one of the 5 Platonic Solids) an be made by intersecting 3 Golden rectangles (based on the proportion Phi - - the Golden Ratio). An icosahedron has 20 triangular faces, 30 edges and 12 vertices.

Iznik Art Ceramic Wall Tiles

Ceramic Wall Tiles: Fortitude

Shop for Turkish Iznik art tiles, backsplash designs, vivid floral art, wide selection.