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The Planetary Tuned Tuning Fork is made in Germany using the calculations of Hans Cousto (the cosmic octave) to match the frequencies of the Sun, moon, and planets. Each one is tuned to produce the corresponding frequency of the celestial body. These tuning forks are designed for use in sound
The Planetary Tuned Therapy Tuning Forks are made in Germany using the calculations of Hans Cousto (the cosmic octave) to match the frequencies of the Sun, moon, and planets. Each one is tuned to produce the corresponding frequency of the celestial body. These tuning forks are designed for use in
The Planetary Tuned Therapy Tuning Forks are made in Germany using the calculations of Hans Cousto (the cosmic octave) to match the frequencies of the Sun, moon, and planets. Each one is tuned to produce the corresponding frequency of the celestial body. These tuning forks are designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Mars and is tuned to produce the corresponding frequency of 144.72 Hz/D3 within the A4 range of 440 Hz-433.67 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Sedna and is tuned to produce the corresponding frequency of 181.60 Hz/F3# within the A4 range of 440 Hz-431.92 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Uranus and is tuned to produce the corresponding frequency of 207.36 Hz/G3# within the A4 range of 440 Hz-439.38 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Earth and is tuned to produce the corresponding frequency of 136.10 Hz/C3# within the A4 range of 440 Hz-432.09 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Jupiter and is tuned to produce the corresponding frequency of 183.58 Hz/F3# within the A4 range of 440 Hz-436.63 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of planet Chiron and is tuned to produce the corresponding frequency of 172.86 Hz/F3 within the A4 range of 440 Hz-435.58 Hz. It has been designed for
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of Venus and is tuned to produce the corresponding frequency of 221.23 Hz/A3 within the A4 range of 440 Hz-442.46 Hz. It has been designed for use in
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of sidereal Moon and is tuned to produce the corresponding frequency of 227.43 Hz/A3# within the A4 range of 440 Hz-429.33 Hz. It has been designed for
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of synodic Moon and is tuned to produce the corresponding frequency of 210.42 Hz/G3# within the A4 range of 440 Hz-445.86 Hz. It has been designed for
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of platonic year and is tuned to produce the corresponding frequency of 172.06 Hz/F3 within the A4 range of 440 Hz-433.56 Hz. It has been designed for
Planetary tuned tuning fork from Sonic Energy series that is made using the calculations of Hans Cousto (The Cosmic Octave) to match the frequency of sidereal day and is tuned to produce the corresponding frequency of 194.71 Hz/G3 within the A4 range of 440 Hz-437.11 Hz. It has been designed for