7.83Hz Schumann s Resonance Generator Ultra-Low Frequency Pulse Audio Re #2

7.83Hz Schumann s Resonance Generator Ultra-Low Frequency Pulse Audio Re #2

This product is a 7.83 Hz low frequency Schumann s generator featuring high accuracy and stability. Schumann electromagn…
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This product is a 7.83 Hz low frequency Schumann s generator featuring high accuracy and stability. Schumann electromagnetic s are low frequency and can penetrate any material. Each individual has a n...

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6-Month Limited Warranty.
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Product Information

SKU103115316
Stock StatusIn Stock
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This product is a 7.83 Hz low frequency Schumann s generator featuring high accuracy and stability.
Schumann electromagnetic s are low frequency and can penetrate any material.
Each individual has a network of weak currents that will produce frequency resonances when excited by Schumann s.
The overall equilibrium of the human meridians is maintained by receiving the Schumann electromagnetic field and the cellular frequency resonance of the human body to reduce the damage caused to the human body by the EMF ionizing radiation.
Human frequency resonances can be induced, complementing natural geomagnetic and artificially attenuated electromagnetic field (EMF) interference, and equilibrating the membrane potential equilibrium.

What's in the box
1 × Function Generators

This product is a 7.83 Hz low frequency Schumann s generator featuring high accuracy and stability.
Schumann electromagnetic s are low frequency and can penetrate any material.
Each individual has a network of weak currents that will produce frequency resonances when excited by Schumann s.
The overall equilibrium of the human meridians is maintained by receiving the Schumann electromagnetic field and the cellular frequency resonance of the human body to reduce the damage caused to the human body by the EMF ionizing radiation.
Human frequency resonances can be induced, complementing natural geomagnetic and artificially attenuated electromagnetic field (EMF) interference, and equilibrating the membrane potential equilibrium.

What's in the box
1 × Function Generators

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