Sacred Geometry Diploma Course
online certified and accredited course
Summary
- Certificate of completion - Free
- TOTUM card available but not included in price What's this?
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Overview
10 Modules
- Certified Course
- Accredited Course
- Online study
- No time limit for completing your course
- 150 hours of study
Achievement
Certificates
Certificate of completion
Digital certificate - Included
CPD
Description
The Sacred Geometry Diploma Course considers sacred geometry from a range of perspectives. In addition to outlining the background and basic meanings of numbers and shapes, it outlines the use of sacred geometry in the arts and architecture. Although the emphasis is on the Western tradition, the course also looks at sacred geometry in other traditions, including within Islam, Hinduism, Buddhism and in traditional Chinese thought.
With the Sacred Geometry Diploma Course, you will learn the history of sacred geometry and where and how it has been applied. You’ll also learn about some of the key figures in its history.
The meanings of numbers (including the Fibonacci numbers and irrational numbers) and simple shapes are explained – giving you an understanding of the basis of the symbolism of more complex figures. You are introduced to the basic meanings of shapes early in the course, and this discussion is advanced later with more detail of the religious and spiritual significance of such shapes. Numerous examples demonstrate the use of sacred geometry in architecture and the arts.
Complex shapes such as the Flower of Life and Vesica Piscis are discussed in detail within the Sacred Geometry Diploma Course, with information given regarding their derivation, use and symbolism in different cultures. In addition, you will learn about the Platonic solids and the associated 3D shape of Metatron’s Cube.
You will read about the cycle of the planet Venus and the meanings associated with its orbital pattern and the associated image of the rose, which has been used extensively in Christianity. The Music of the Spheres, a theory that postulates that proportions in the movements of celestial bodies create a form of music, is also described.
Examples are given of how the Fibonacci numbers and golden ratio appear in the natural world and a brief explanation is given on the theories behind feng shui – the traditional Chinese art of arranging the environment to direct energy in a positive way.
The Sacred Geometry Diploma Course concludes by discussing mandalas and labyrinths and their spiritual meanings and use.
Who is this course for?
The Sacred Geometry Course requires no advance knowledge and is suitable for anyone who wants to know more about the subject, the theories behind how it works, and how it has been used in the past.
The course may be of particular interest to those who are interested in the esoteric and spiritual nature of numbers or those who are seeking to acquire a greater understanding of symbolism used in the arts and architecture.
The examples given throughout the course are drawn from a variety of traditions. Although the focus is primarily on the Western tradition, you will also read about the use of sacred geometry in Islam, Hinduism, Buddhism and Chinese traditions.
No special mathematical skills are needed for this course. Brief, straightforward mathematical explanations are given where appropriate, but there are no complicated equations or theories to understand.
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Provider
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Legal information
This course is advertised on Reed.co.uk by the Course Provider, whose terms and conditions apply. Purchases are made directly from the Course Provider, and as such, content and materials are supplied by the Course Provider directly. Reed is acting as agent and not reseller in relation to this course. Reed's only responsibility is to facilitate your payment for the course. It is your responsibility to review and agree to the Course Provider's terms and conditions and satisfy yourself as to the suitability of the course you intend to purchase. Reed will not have any responsibility for the content of the course and/or associated materials.
