The basic tool for the study and creation of repetitive patterns is symmetry. Synonyms are rigid and isometric movements, which are often used to emphasize the defining property of symmetry is the symmetry transformation is a distance preserving the aircraft itself is a familiar examples rotation about a given point of a given angle, the translation in a given direction by a given distance, and reflection in a given row.
Sacred Geometry is essentially geometric shapes and patterns that have a sacred meaning. These forms and symbols were very popular in ancient times. All life forms in nature such as plants, shells or Snowflakes sacred geometry in their design, and are good examples of sacred geometry in our everyday world. The ancient Egyptian motifs were made with beads, jewels, embroidery or pieces of patent leather.
But they also used colored glass should not be afraid to incorporate faux gems jewelry broken. Glass and enamel techniques are preferred for decoration in the land of the Pharaohs. The famous collar vulture landed on the chest Tutankhamun's mummy was mainly inlaid coral blue and red colored glass. The glass might be of great value as a product in its own right in the eyes inlaid in Egypt and was the same as any other solid gold inlay of genuine gemstones.
The birth of costume jewelry could happen in Egypt. The Ankh was, for the ancient Egyptians, the symbol (the actual Hieroglyphic sign) of life but it is a persistent icon that remains with us even today as a Christian cross. It is one of the most potent symbols represented in Egyptian art, often forming a part of decorative motifs. Decoration in Egyptian dress was mainly confined to the cervix.
But if you just want to add a few touches Egyptian amulets consider wearing simple decorative cuff. Finite groups of symmetries of space are illustrated by five regular polyhedra of which were carefully constructed by Euclid in "The Elements", and were seen by Plato as essential to the fundamental structure of the universe.
In the opinion of some of these remarkable contributions represent the beginnings of Greek mathematics education. But Speiser said the discovery of infinite groups of symmetries of the plane, as shown in Figures ancient Egyptians, pushes the beginnings of higher mathematics some 1000 years later than previously recognized, around 1500 BC.