The 432Hz is found every where in nature and the cosmos as well as in
the work of Vernon Jenkins, Pythagoras, Joseph Puleo and Marko Rodin.
Modern Standard Tuning (A = 440 hz, C = 261.63 hz)
Note Frequency (hz)
- Mid Low (1 octave below middle C)
C 130.81
D 146.83
E 164.81
F 174.61
G 196
A 220
B 246.94
- Mid (middle C)
C 261.63
D 293.66
E 329.63
F 349.23
G 392
A 440
B 493.88
- Mid High (1 octave above middle C)
C 523.25
D 587.33
E 659.26
F 698.46
G 783.99
A 880.00
B 987.77
- - - - - - -
Stradivari/Verdi Tuning (A = 432 hz, C = 256 hz)
Calculated using the Pythagorean method of 3:2 ratio for dominants, 11:8 for sub-dominants, 2:1 for octaves.
Note Frequency (hz)
- Mid Low (1 octave below middle C)
C 128
D 144
E 162
F 176
G 192
A 216
B 243
- Mid (middle C)
C 256
D 288
E 324
F 352
G 384
A 432
B 486
- Mid High (1 octave above middle C)
C 512
D 576
E 648
F 704
G 768
A 864
B 972
Modern Standard Tuning (A = 440 hz, C = 261.63 hz)
Note Frequency (hz)
- Mid Low (1 octave below middle C)
C 130.81
D 146.83
E 164.81
F 174.61
G 196
A 220
B 246.94
- Mid (middle C)
C 261.63
D 293.66
E 329.63
F 349.23
G 392
A 440
B 493.88
- Mid High (1 octave above middle C)
C 523.25
D 587.33
E 659.26
F 698.46
G 783.99
A 880.00
B 987.77
- - - - - - -
Stradivari/Verdi Tuning (A = 432 hz, C = 256 hz)
Calculated using the Pythagorean method of 3:2 ratio for dominants, 11:8 for sub-dominants, 2:1 for octaves.
Note Frequency (hz)
- Mid Low (1 octave below middle C)
C 128
D 144
E 162
F 176
G 192
A 216
B 243
- Mid (middle C)
C 256
D 288
E 324
F 352
G 384
A 432
B 486
- Mid High (1 octave above middle C)
C 512
D 576
E 648
F 704
G 768
A 864
B 972
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