Perfect Right Triangles Sacred Geometry symbol - Worldwide Symbols

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Perfect Right Triangles Sacred Geometry symbol

Perfect Right Triangles

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Description of Perfect Right Triangles

Perfect right triangles are right-angled triangles in which the proportions of the lengths of the three sides are whole numbers. For example, 3/4/5, 5/12/13 and 7/24/25 triangles are examples of right triangles. These symbols can be found as far back as Ancient Egypt, engraved on walls inside the Great Pyramids.

General Sacred Geometry description

Sacred Geometry may have its roots in Ancient Greece, or even further back. It describes the belief that God, when creating the universe and everything in it, used a consistent kind of geometry or repeating regular shapes as the building blocks for existence. Sacred Geometry, therefore, places meaning in geometric shapes, ratios and proportions. It ascribes to them a holy significance. The shapes and ratios of Sacred Geometry can be found in the study of nature. Common examples include the nautilus shell, which forms a logarithmic spiral, and the regular hexagonal shapes found in beehives. Similar geometric ratios can be found in the human body, as evidenced in Leonardo Da Vinci’s famous Vitruvian Man sketching. In Medieval Europe, churches and religious buildings were designed and constructed in keeping with the shapes and ratios believed be divinely inspired. Much art of the period also made use of Sacred Geometry’s holy ratios and proportions. This was thought to bring the worshipper closer to God. Sacred Geometry can also be found in Hindu teachings and many Hindu temples are laid out in accordance with geometric rules thought to have religious connotation. Islamic scriptures and holy sites also make significant use of geometric patterns. The European Renaissance was when the principles of Sacred Geometry came to the fore, with a treatise written by Leon Battista Alberti, describing an idealised church building designed through use of Sacred Geometry. Modern-day visitors to Rome, in Italy, can see many examples of Sacred Geometry in the churches and temples from this period.

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