Thursday, December 12, 2013
The Secret To How The Universe Works Lies Within This Geometrical Pattern. What Is The Flower of Life?
The oldest depiction of the flower of life known to man is at The Temple of Osiris in Abydos, Egypt. The symbol here is not etched or carved into the granite rock, it appears to be burned into the rock.floweroflife Many other depictions can be found within many ancient structures in many different countries including: Israel, Turkey, Ireland and many more. A rather interesting depiction of the flower of life is found in The Forbidden City, in Beijing, China. The Flower of Life is found in a spherical form underneath the paw of the “Fu-Dog,” or more accurately known as the “Guardian Lion.” This palace was home to 24 emperors of the Ming and Qing dynasties. The Fu-Dogs were a symbol of protection to the buildings and their inhabitants and also, they were considered to be the guardians of knowledge. Which is interesting when you consider the spherical Flower of Life symbol that is found under the dog’s paws. The dogs are literally guarding the knowledge.
It was mentioned above that The Flower of Life was considered to be sacred geometry, but what does that mean?
What is “Sacred Geometry?”
Back in the day, certain numbers had a symbolic meaning aside from their everyday use. Various shapes such as triangles, hexagons and octagons are considered a physical manifestation of a number. Because of this, these shapes hold a higher vibrational value because of the fact that they are visible. Because of this Leonardo DaVinci was very interested in the Flower of Life and studied its form and mathematical properties. floweroflife2He was also interested in how the Flower of Life connected to physical reality as well as consciousness. Leonardo drew the Flower of Life itself, as well as the Seed of Life. Leonardo was known for using the Golden Ratio of Phi in his artwork, this is also known as the Fibonacci Spiral. Which is derived from the Flower of Life pattern.
I am sure many of you have heard of The Fibonacci Spiral before, the Fibonacci Spiral is the series of numbers 0,1,1,2,3,5,8,13,21,34… each number is comprised by adding together the previous 2 numbers. This is important because the spiral that this mathematical equation makes can be found in all living things including human beings, plants, animals and even our galaxy, The Milky Way.
There are many ancient sites that have been built on these geometric principles such as: The Parthenon –Athens, Greece -438B.C. The Giza Plateau – Egypt – 2600 B.C. The Taj Ma Hal India.. this is very fascinating considering that there are also many ancient sites and structures that have been fond to contain the symbol of The Flower of Life.
The Flower of Life can also be related to sacred geometry by understanding Metatrons Cube. Metatrons cube is the name for a geometric figure that is made from connecting lines from the center of each 13 circles to the other 12 circles. These circles come from the Fruit of Life, which comes from an extended version of the Flower of Life. To understand this more, please check out the video below for a more thurough explanation.
Video from “Spirit Science” (http://thespiritscience.net/spirit/) This video provides a brief, but detailed introduction to The Flower of Life, The Seed of Life, The Egg of Life, Sacred Geometry and Metatron’s Cube. Check it out!
Understanding The Flower of Life certainly help us to understand how the Universe works. It can be used as a tool for connecting during meditation, and also as a powerful symbol to refer to in your everyday life. Some people even say that having the symbol on your electronic devices can help to diffuse the harmful frequencies that these electronics emit. Overall, It is a wonderful reminder that we are all connected, to each other and every single thing in the Universe.
I encourage everyone to do some further research into the Teachings of the Flower of Life and I highly recommend the books “The Ancient Teachings of the Flower of Life: Volumes 1&2″ By Drunvalo Melchizedeck
Sources Used and Further Readings:
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