June 23, 2017

“Rings” and Tensor Fields

Tensor Ring Technology, rediscovered by Slim Spurling in the 1980s and 1990s, is supported by exciting research that is currently receiving considerable attention. “Rings” are closed loop coils. When they are made to certain specifications, they have been shown to amplify subtle energy by several hundred times (according to Hans Becker who did some of the initial work with Spurling). Originally called Light-Life™ Rings, they are now also known as Tensor Rings. These simple devices can have a powerful effect on water and on living biology.

Tensor Rings create a toroidal vortex—a region of rotating movement where the flow takes on a doughnut (toroid) shape. Movement through the center of the doughnut continues to rotate around and through the doughnut. Examples of this phenomenon are smoke rings and bubble rings. A very interesting YouTube video shows toroidal vortices produced by dolphins, whales, volcanoes, etc.

Tensor Rings also form what is called a tensor field across the opening of the Ring. The concept of the tensor field was described by the physicist, John A. Wheeler who outlined mathematical equations to explain their existence. According to Wheeler, if you could see a tensor field, it would resemble the thin film that forms when a loop is dipped in a soapy liquid. The energy of a tensor field is not yet fully understood. It is considered by some to be a distortion in time/space/gravity.

Those who perceive subtle energy describe a beam of energy (light) that passes through a Tensor Ring traveling for a considerable distance in both directions. The energetic beam has the capacity to organize the space within the column. This includes organizing the molecular structure of water. When water is passed through a Ring, its molecular structure becomes more organized. The longer it sits inside the column, the more refined the structure becomes. Many, including the authors of Dancing with Water, place their water inside a Tensor Ring overnight—or longer. They also place Tensor Rings around faucets, showerheads—even the incoming water line. As the structure of the water becomes more organized, chlorine is released, pH becomes more balanced, and the taste of the water generally improves. Other improvements that are more difficult to quantify, augment the water’s energy.

One of the ways Tensor Rings augment water’s energy is through the influence of paramagnetism. According to Phillip Callahan, an expert on paramagnetism, Tensor Rings exhibit a paramagnetic value many times greater than anything he had ever tested. This means that Tensor Rings cause some of the elements in water to spin to their high-spin state referred to as ormus. This has a tremendous impact on water’s molecular structure and on the energetic components of the water. Evidence for the presence of ormus can be seen in this experiment: Place two equal volumes of water in identical containers on a balance scale so that they are equally balanced. Place a Tensor Ring directly over one container. After 48 hours, the container with the Ring above it becomes measurably lighter (the difference in weight is dependent on the type and amount of minerals or salts in the water that can enter a high-spin state). Read Chapter 3 in Dancing with Water to understand how the high-spin state (ormus) can reduce an element’s weight.

Besides their effects on water, Tensor Rings have been used to augment plant growth and vitality. They have been used to reduce pain, reduce inflammation, and to hasten healing. No claims can be made. However, if Rings “organize the space” (create coherence) within their energetic column, this would explain their ability to reduce pain and inflammation and their ability to improve the healing response. You can make your own Tensor Ring by following the directions below:

How to make a Tensor Ring
Tensor Rings are made of copper wire (10 or 12-gauge works well). They can be plated with silver or gold for a broader spectrum effect. The length and configuration of the wire are both important to their design and function.

The Cubit
The original cubit length identified by Slim Spurling was 20.6 inches cubit length—the basic unit of measure used in building the Egyptian pyramids. This original cubit length (also called the Sacred Cubit length) is based on the circumference of the Earth at the latitude where the Pyramids are built. Slim and Hans Becker eventually identified another cubit length, 23.49 inches. They referred to this as the Lost Cubit because it appeared that it may have been intentionally left out of many ancient, written records.  For a detailed description of the differences between the two cubit lengths and their use with Ring technology, you may want to read the book, Slim Spurling’s Universe. Since then other cubit lengths have been identified.

In 2015, the authors identified a measurement of 19.65 inches with a resonance they refer to as the “Earth Core” resonance. Tensor Rings made using this measurement are tuned to the Earth’s central core and to the Earth’s natural energy field.  They re-connect water (and anything placed in their energetic field ) to the core energy of the Earth. This cubit length is extremely grounding and protective for water. Thus, the length of the wire in the Tensor Rings sold and used by Dancing with Water is 19.65 inches—or a multiple of that length.

Polarity
Slim discovered that the ends of a length of wire have polarity (a positive and a negative side). If wire is looped back on itself and joined together, one side of the loop has a positive energy while the other side of the loop has a negative energy. To overcome this, Slim used a length of wire twice the cubit length and folded it in half. He also twisted the wire.

NOTE: It is not surprising that Navajo hogans (round dwellings made of logs) were meticulously constructed so that the positive and negative ends of each log were carefully matched to create one continuous closed loop of a specific length. This creates a tensor field that augments the living environment.

Twisted wire
In electronics, an amplifying system is subject to electromagnetic interference (noise). In order to cancel the noise, the two input wires are twisted. This is known as Common Mode Rejection. Twisting the wire when making a Tensor Ring cancels the magnetic field and creates a unique tensor field that can be seen by some individuals.

Closing the loop
The twisted wire is formed into a loop so that each original piece of wire is connected back to itself in a continuous loop. The two ends of each wire are welded together.

Two sizes available

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