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The Secret Doctrine Volume 3.pdf

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Green<br />

42 Blue<br />

84 Indigo<br />

126 Violet<br />

168 Red<br />

210 Orange<br />

252 Yellow<br />

294 Green<br />

336 Blue<br />

378 Indigo<br />

420 Violet<br />

462 Red<br />

progress by steps of 7x7. This is their table:<br />

Fa<br />

<strong>The</strong> third and fourth octaves<br />

would be heat and actinic rays,<br />

and are invisible to our present<br />

perception.<br />

<strong>The</strong> seventh sense is that of<br />

spiritual sound; and since the<br />

vibrations of the sixth progress by<br />

steps of 6x7 those of the seventh<br />

294 Mi Yellow Sound<br />

343 Fa Green Sound<br />

<strong>The</strong> fifth sense is in our<br />

possession: it is possibly that of<br />

392 Sol Blue Sound Second Octave<br />

geometrical form, and its steps<br />

441 La Indigo Sound<br />

of progression would be 5x7, or<br />

490 Si Violet Sound<br />

35.<br />

539 Do Red Sound<br />

<strong>The</strong> fourth sense is that of<br />

physical hearing, music, and its<br />

etc,etc,<br />

progressions are 28, or 4x7.<br />

<strong>The</strong> truth of this is demonstrated by the fact that it is in accord with the theories of<br />

Science as to the vibrations of musical notes. Our scale is as follows.<br />

—, 28, 56, 84, 112, 140, 168, 196, 224, 252, 280, 308, 336, 364, 392, 420, 448, 476,<br />

504, 532, 560, 588, 616, 644, 672, 700.<br />

According to musical science, the notes C, E, G, are as 4, 5, 6, in their ratios of<br />

vibrations. <strong>The</strong> same ratio obtains between the notes of the triplet G, B, D, and F, A,<br />

C. This gives the scale, and reducing the vibrations to C as I, the ratios of the seven<br />

notes to C are<br />

for one octave:<br />

First semi-octave<br />

Second octave<br />

Green Sound<br />

49 Sol Blue Sound<br />

98 La Indigo Sound<br />

147 Si Violet Sound<br />

196 Do Red Sound<br />

245 Re Orange Sound<br />

First semi-octave<br />

1 9/8 5/4 4/3 3/2 5/3 15/8 2<br />

C D E F G A B C<br />

24 27 30 32 36 40 45 48<br />

C D E F G A B C<br />

Reducing these to<br />

whole numbers, we get<br />

(Page 535) By a similar<br />

calculation we can put<br />

406

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