ENS 7: Additional data, the 12 most destructive earthquakes in the MOT period

Back to the productive work of examining the great earthquakes since the beginning of the WD Gann "Map of Time" which is found in his "The Tunnel Thru the Air."  Productive to the extent it may (or may not) demonstrate a rhythm or vibration or harmonic of how a physical world event relates to a master "curve of the future."

As presently conceived the data gathering will derive the great earthquakes from list of earthquakes considered 'great' based on differing criteria; the deadliest, the most destructive (monetary) and the most powerful.  Of the Wikipedia list of "deadliest" earthquakes, 15 data points/earthquakes were painfully identified here.  Having now completed work on 12 of the "most destructive" earthquakes since June 22, 1848 (beginning of the MOT), this essay will capsule that research and provide links to individual findings in the MOT.  A further essay will identify the most powerful earthquakes.

Ideally, 40 earthquakes will be found.  There is an encoded acronym in TTTTA, "ens," that, it is believed, represents the USGS "Earthquake Notification Service."  This acronym is obvious if one considers the acrostic and telestic letters found in TTTTA for any period of time.  Its relation to earthquakes was discovered via the "Tokyo J1" connection as has been explained in previous essays.  There are 21 instances of "ens" in TTTTA and 19 instances of its inversion "sne."  Had I been WD Gann and wanted to demonstrate how to mathematically relate predictions to their manifestation in real events, I might plant the acronyms and relate them to the same number of physical events.  Speaking "ideally" again, I would need 40 physical events and 40 acronyms.  Maybe that will work, maybe that won't.

With the present list of 12 "most destructive" earthquakes there will be a cumulative total of 27 data points.  The 12 "most destructive" earthquakes are derived from Wikipedia's list of "Costliest earthquakes"  which is reproduced below:

Of the above 16 earthquakes, 4 have evaluated as "deadliest" earthquakes in the previous essay leaving 12 to be evaluated here.  Notably, San Francisco becomes the 12th item on the reviled list.  To save on space, below is the list of 12 "most destructive" or "costliest" earthquakes since June 22, 1848:

What are the expectations to be achieved or refuted from this work?  The immediate reward would be finding associated with each of the 12 earthquakes evidence WD Gann foresaw its occurrence.  Here's an example of the Haiti earthquake and tsunami:

• You see the perfect spelling.
• You see the MOT date on the right.  
• You see "Haiti" spelled perfectly in the green highlight.  
• You see each letter is an acrostic.  
• You see every letter is a capital letter.    You see a perfect 16X16 matrix...the highest 'T' is 16 lines above the date line and the lowest 'i' is 16 lines below the date line (is that 2^3 X 2^3).  
• You see my name (highlighted in red) embedded 'as if' I was foreseen as seeing this.

Is the spelling of "Haiti" random?  No.  This observation is dispositive in my opinion.  There isn't a statistician alive whom I wouldn't challenge to assert this is a random coincidence.  One of the above bulleted coincidences, two or three but 7....just like the "6 e's"...  the statistical unlikelihood (a joint probability) of the above obvious sentient arrangement is, itself, incredibly great.

Of the 15 deadliest earthquakes, that's one highlight, albeit, the 'best case.'  The other observations were not as strong in evidence but they were adequate.  At the conclusion, the observations were tabled and there were 10 missing letters and among there were 5 unique letters.  They spelled a meaningful message in the context of earthquakes and the genesis of these recent 5 essays, that being "Yellowstone now;"  the message was "QUICK" in all capital letters.  "QUICK" seals the deal.  All 15 observations combined, by virtue of their joint, unique, absent letters, to create an intelligible, relevant and timely message.

Again ideally, that's what we might expect in this most current essay regarding the 12 most destructive earthquakes.  

What was the outcome of this present work?  Not as good, but highly adequate.  First, I have a low threshold for evidence needed to convince me.  The HAITI example and the "QUICK" finding has me expecting to find what I want.  With that danger in mind and as always, I provide my research; each configuration of letters attending each of the 12 observations.  Note the spacial arrangement of the letters as I have arranged them.  There may be alternate configurations than that which I have presented.  I try to create the "highest" configuration surrounding the date of the event.  That's my attempt at visualizing a "cylinder" test of the proximity of the letters.

The results, in my subjective evaluation, indicate each of the 12 observations was planning and created by Mr. Gann to correspond the date of the earthquake.  The most important indication of this is the geometry and symmetry of the letters spelling the name and/or location of the earthquake.  Below are the screenshots of each observation so that you do not have to recreate them (which I would recommend doing).  

http://screencast.com/t/ik1LPyLjVi7b

http://screencast.com/t/6Qwx3cMt

http://screencast.com/t/Mu7BmQhjaRgo

http://screencast.com/t/91dFshcP

http://screencast.com/t/TWlohlFVE

http://screencast.com/t/V91WWuBfm4

http://screencast.com/t/9En2t8vKxL1

http://screencast.com/t/UoA8sKZ3EObq

http://screencast.com/t/uBLQQ4VBhY

http://screencast.com/t/w4Wh4Iyu

http://screencast.com/t/6UA7KRhoNK

http://screencast.com/t/nSQgGKb2bC2

When reviewing each of the above, ask yourself "Is this random?"  For several, I can see that as a reasonable conclusion.  On most, its hard to ignore the symmetry, the appearance of geometric figures, the absence of letters above or below the date of the event....  

There are 12 letters that were missing in spelling the above.  Review the second insert.  In total 9 observations lacked at least 1 letter.  There were 7 observations missing 1 letter, 1 event missing 2 letters (both letters we 'u' so 1 unique letter) and 1 event missing 3 letters (unique letters, n and c).  

If you are counting unique letters, there were 8 observations missing a unique letter and 1 and only 1 missing two unique letters.  Sa_ Fra_cis_o.  San Francisco.  

In fact, out of the 15 deadliest earthquakes and 12 costliest earthquakes or 27 observations, only one was missing more than 1 unique letter in spelling its name.  Again, San Francisco.

And finally, of the above 12 earthquakes, how many were known to Mr. Gann at the time he published TTTTA in 1927?  Only one.  Again, San Francisco.

Make up your own mind.  Is it random?  Or did he foresee?

Next up, the strongest earthquakes.

Jim Ross