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View Full Version : Music of the Spheres & the 8.9 Japanese Earthquake. A Proof



lightpotential
11th March 2011, 21:52
Dear Group

I have just done a celestial analysis (Music of the Spheres) of the 8.9 Magnitude Japanese earthquake, and it is indeed an exceptional earthquake; one that allows me to demonstrate to you the precision of the method I employee to really get to the heart of earthquake science, and of how precise it is. (For further details one may see an article on my website: Music of the Spheres, Earthquakes & the Mayan Calendar (http://www.ancient-world-mysteries.com/2012-alignment-mayan-long-count.html))

The precise details of the Japanese earthquake as recorded by the Australian natural hazards site are as follows:

Magnitude: 8.9
Coordinates: 38.322° north, 142.369° East
Time: 5 hours 46 min 24 seconds, universal time, 11th of March 2011

If we put the precise time of the earthquake into an astronomy package (the one I use is: LONG-TERM ALMANAC FOR SUN, MOON, BRIGHTER PLANETS, AND POLARIS V1.12 Copyright © 2001–2006 Henning Umland), we can work out the precise positions of the Sun and the Moon in terms of their Greenwich Hour Angle (celestial longitude) and declination (celestial latitude). These can then be translated into latitude and longitude coordinates on the ground of the Earth using the WGS 84 model - the most advanced Earth ellipsoid model we have at present.

Using then the above (unimpeachable) sources and programs we can objectively derive a set of latitude and longitude coordinates for the Sun and the Moon on the surface of the Earth at the moment the earthquake struck. Essentially, if one were to freeze time on 5 hours 46 min 24 seconds, universal time, 11th of March 2011, one can draw a straight line from the very centre of the sun to the centre of the Earth. That line will pierce through the surface of the Earth at some point. That is known as the 'Sun ground position' as I call it. One could do exactly the same for the Moon to derive latitude and longitude coordinates for the Moon ground position.

I hereby present the precise coordinates for the Sun and Moon positions derived as described above:

Sun:
latitude: 3.866081091383 S, longitude 95.94222222222 E

Moon:
latitude: 22.664855740161 N, longitude 162.256666666 E

Earthquake coordinates:
latitude: 38.322 N, longitude 142.369 E

With all three sets of coordinates now known I can derive a series of arc length measures over the ellipsoid Earth form as connect up the various points (I use a Great Circle Calculator program for this, http://williams.best.vwh.net/gccalc.htm). The key values are as follows:

Earthquake epicentre to Sun ground position:
21913544.5158897 feet

Earthquake epicentre to Moon ground position:
8430236.58475267 feet


And now the analysis:

Now, I cannot emphasise enough the importance of resonance. The equatorial circumference of the Earth is the wavelength of the planet. Now, resonance is all about "frequency matching" and of harmony. It is all about a certain number of cycles fitting within a whole number. When events like this occur one generally has major earthquakes if they are of a special pattern.

One must understand that one can take any given celestial body directly overhead of one's position upon the Earth and consider that to be "maximum amplitude". At 90° to that one has a certain equilibrium, and at 180° (midnight) one as "minimum amplitude" with respect to the Sun. At 270° one is back to a certain equilibrium.

Bearing this in mind one should be absolutely astounded at the significance of the Japanese earthquake. It is a classic case of a high precision resonant configuration.

I hereby cite an unimpeachable source as to the equatorial circumference of the Earth as measured in feet (The Explanatory Supplement to the Astronomical Almanac, edited by the US Naval Observatory):

131479713.5 feet

With the above figure for the full equatorial circumference of the Earth, which is, as I say, the wavelength of the planet, and thus no mere incidental length, one might be very interested to know the relationship between it and the arc length of separation between the epicentre of the earthquake and the Sun ground position at the moment the earthquake struck:

131479713.5 / 21913544.5 = 5.999929102

As you can see it is almost dead on a ratio of 6 to 1. In fact the error rate from perfection is just under 1000 feet. And please note, that in one second of time, at the equator, the Sun ground position moves over the surface of the Earth by about 1500 feet. What this means is that the earthquake struck with split-second timing the moment this critical frequency matching was achieved - the 1/6 ratio.

In addition to the above one should also consider the Moon, for it too was critical. Consider the ratio between the Sun ground position to epicentre, and the Moon ground position to epicentre:

21913544.5158897 / 8430236.58475267 = 2.599398524

Again, this is practically dead on 2.6, the fraction 13 / 5. This is a numeric sequence that I have seen involved in other similar events.

I hope the above is of interest to the group. It is a classic example of the Music of the Spheres at work.

Sincerely

Keith

Anchor
11th March 2011, 23:11
What about all the other ones - there was a whole cluster of quakes.

lightpotential
12th March 2011, 02:00
There were indeed a great many. The 8.9 was the biggest, and I suspect employing the most basic fractional ratio of 6 / 1 involving the sun. I would imagine that all of the others possess more complex and subtle relationships to the sun or other planets.

Keith

lightpotential
14th March 2011, 20:57
Dear Group,

With respect to the Japanese earthquake, I have written up my research in more detail giving precise technical information so that anybody can validate my analysis. The new webpage on my site giving the analysis is as follows:

Earthquake Prediction & The Music of the Spheres (http://www.ancient-world-mysteries.com/earthquake-prediction.html)

Keith