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Phoenix Journal 208 - Four Winds 10

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Kepler investigated the angular velocities of the orbits of the planets. The angular velocity is the rate of<br />

change of an angle. Imagine a clock face with the hands straight up at noon. As the minute hand moves,<br />

an angle is formed at the center of the clock face by the minute hand and a line straight up to the 12. The<br />

minute hand rotates through 360° in one hour, which is the angular velocity, or six degrees in one minute.<br />

When Kepler measured the angular velocities of the planets, “astonishing musical harmonies emerged from<br />

this” (p. 36). These harmonies are charted in the following table:<br />

chart of planets movements<br />

The article continues: “The orbits of the moons and the planets thus seem to obey certain quantization rules,<br />

and manifest harmonic proportions in relation to each other” (p. 36). The article points out that, contrary<br />

to Newtonian gravity laws, the orbits of the moons are NOT determined by the masses of their planets.<br />

On page 39 under the heading “Resonances and the Fibonacci Series,” it states: “A striking peculiarity in<br />

the motions of known solar system bodies—whether planets, moons, asteroids, or rings—is the surprising<br />

abundance of resonances.” The article explains the resonances and charts them, showing that they fit the<br />

Fibonacci numbers.<br />

The book The Cosmic Octave, Origin of Harmony by Cousto says that there are 86,400 seconds in a<br />

day (24 x 60 x 60) which raised to the 25th octave (2 25 ) is 33554432. It says that 1/86400 times<br />

33554432 equals a G note of 388.36 Hz, which he says is the harmonic frequency of the solar day. The<br />

G note is the sol (as in fa sol la ti do). Sol as in solar? What a coincidence. The A note in this scale would<br />

be 435.92 Hz (Hertz is cycles per second, and a second is 1/86400th part of a day). “The original Parisian<br />

standard pitch tuning fork (Diapason normal) was made by Lissajous and had 435.4 Hz. This pitch was<br />

introduced by the French government in 1859 in cooperation with musicians such as Hector Berlioz,<br />

Meyerbeer and Rossini” (p. 98). The pitch of A was fixed at 440 Hz at the Second International Standard<br />

Pitch Conference in London in 1939, thus bringing it out of the natural Earth harmony. The author shows<br />

that the reciprocal of 86400 raised to the 65th octave is the wavelength of the visible light color redorange,<br />

0.702 micrometer, and states: “It is noteworthy in this context that the carrier of the hereditary<br />

substance DNA (Deoxyribonucleic acid), of which chromosomes consist, has a maximum of resonance at<br />

0.351 micrometer (according to Popp, University of Marburg). 0.351 micrometer is precisely half the<br />

wavelength of the color of the day, 0.702 micrometer. The hereditary substance of man has a maximum of<br />

resonance which coincides with the 66th octave of the average solar day....”<br />

WHAT IS THE SOURCE OF<br />

OUR MEASUREMENT SYSTEMS?<br />

Currently we use a metric system, but originally we used a system based on the numbers 6 and 12 (which<br />

is 2 x 6). Each digit has a name—one, two, three, four, five, six, seven, eight, nine, ten, eleven, twelve, then<br />

we continue by combining names—thir-teen (three and ten), four-teen (four and ten), etc. Our original<br />

numbering system was not decimal (based on ten, from counting our fingers so we were taught in school),<br />

not binary (which is what computers use), not octal nor hexadecimal (which is what computer program-<br />

87

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