The '23 enigma,' a discovery in theory and an omission

As typical, I awoke well before dawn and contemplated the question which was foremost in my thoughts the night before.  In this case it was how the "WD Gann Map of Time" (MOT) would tell me where.  As the attendant reader may recall, I discovered the MOT based upon a similar map of time that was discovered in the contemporary movie "Knowing."  Professor Koestler (Nicholas Cage) discovers in a page of numbers written 50 years previous and enclosed in a time capsule that same day, that the numbers predicted every disaster (date and number of persons who perished) over those 50 years the page was sequestered.  After correlating every date with this fictional 'map,' the Professor had 8 numbers left over between every date that he couldn't explain.

For the first time or infrequent reader, some background.  WD Gann's "The Tunnel Thru The Air" has been with us for 88 years (1927 to 2015) and for the last year I began to believe it was a "map" of some sort; I was searching for coded cycles with which to time the market.  I'd reduced the entire book to numbered pages and found encoded acrostic and telestic messages that provided un-orchestrated thoughts.

And then, watching "Knowing" the verification of the MOT was before me; the Professor subdivides the number 0911012996 into 09/11/01 2996.  I placed dates on the already line enumerated TTTTA text and went to the date 9/11/01 and 2996 was the sum of the cumulative line number and the chapter line number (2698+283).  This is what I saw:

You will find the above first blogged in my post dated on this blog on September 12, 2015.  It was wrong but that is what I saw.  After two months of correcting errors in the consistency of how I had assigned blank vertical line spaces, it is only 1 number off from 2996...someday I'll find that 1 line error.

What was missing in Professor Koestler's understanding of his 'map' was where would the remaining 3 dates take place.  The remaining dates were October 17, 18 and 19.  He then 'chanced' to discover the unexplained 8 digits between the dates were Cartesian coordinates (GPS).  He knew where, when and how many of the last 3 disasters.

Similarly, I had the date of 9/11 and the number of deaths, but I didn't have the 'where.'   And that was the question I pondered before falling asleep last night and that was the answer, or theory of the answer I have this Thanksgiving morning, 11/26/2015.  It borrows from all of the major theories that I've proposed concerning TTTTA and my visits to Green-Wood Cemetery; the MOT, the WD Gann Memorial Triangle, the WD Gann Gravestone Geometry, Robert Gordon's 7 days, Luo Clement as a pen name of Mr. Gann, the Einstein Editor as a pen name of Mr. Gann...  All of those theories bear on the insight I may have had this morning.

In these times I like to step back and challenge myself, 'Is this the 23 enigma?'  The 23 enigma is well explained in Wikipedia; simply, all incidents and events are related to the number 23.  Its critics sound a chorus that sounds like "the mind can create truth in anything it sees."  The sphere of this philosophy is great.  We find Rene Descartes (a cameo appearance in TTTTA as Dr. Descartes) in his "Meditations" contemplating the use of our senses to discern aspects of reality.  We find contemporary physicist, Arthur Koestler ("The Challenge of Chance," 1974), seeking to find randomness despite a great telepathic experiment and yet, disturbingly and ultimately, finding something, perhaps different.  Hmmm, Professor Arthur Koestler versus the fictional Professor John Koestler.  Merely a random occurrence concocted by my mind seeking 23?

The point; is this new discovery actually my mind creating what it wants to think exists rather than what actually exists.  The fictional character, Professor Phil Beckman challenges Professor Koestler over the latter's perception of a 'map' out of a page of number:

I'm comforted that, I cannot be delusional if I recognize my theory seems incredible.  The 23 enigma reminds me of the caution I need to exercise in going down this path.

So, I'm at Sherlock's point of having the 'attic' of information, the pattern of the 'crime,' and a working theory of the resolution.  Now I need to use the data I have to see if those facts and the theory will arrive at the end that is expected.  In our case, one such end would be the prediction of a 2/22/2016 San Francisco earthquake based upon the 1848 Marlborough earthquake and the 1906 San Francisco earthquake.  If my theory is correct, I should be able to use a theorized joint measure of spacetime....namely both space AND time denominated in miles (just as you find in Robert Gordon's 7 days) to predict 2/22/2016 in San Francisco to reach the anticipated end.

There is only one troubling omission  of a critical element of all that I have learned from TTTTA that must be in my final solution; the diatonic scale.  Having recently studied Gurdjieff and his prescription that we can and should find the application of natural law of the diatonic mathematics in all things.

And then I consider; I think I've discovered something this day of 11/26/2015.  That is 1+1 / 2+6 / 2+0+1+5 or 2 / 8 / 8.  And we might think 2 X 8 X 8 = 128.  And what do we find on page 128 of TTTTA?  We find two numbers that can produce each of the 7 diatonic tones:

You can find my discussion of the derivation of the notes of the octave from the above two numbers above HERE.

And, as if to drive the point home for those in doubt, the next page, 129, contains a rendition of John Clifford's (a Mason)  "The Anvil of God's Word:"

Pythagoras, as incorrect legend goes, discovers the mathematics of the diatonic scale from the varying weights of hammers impacting the enduring anvil (the Bible).  As if to provide proof of his intent, you might compare the above text to the actual poem.  The above text has been changed by Mr. Gann; it is marginally different from what John Clifford wrote.  And I found it was changed in order to spell an acrostic word, 'LATO':

And what does LATO, in all caps, mean to anyone?  Dredging up my months old research from recall, Lato was believed to have been a small city of antiquity on the Greek Island of Samos where Pythagoras traveled to obtain the great knowledge of the ancients.

Oh my gosh, I forgot one last aspect of the number 128 derived above.  It is lower 'c' or 'do' (as in do-re-me-fa-sol-la-si-do).  Remember, the octaves are a mathematics of doubling.  You likely remember 'c' as the number 256 which is twice 128.  Page 128, the octave, 24million copies of the Bible and 8million copies.....can't make this stuff up...but WD Gann did.

I believe the theory I received this morning will, ultimately, include the diatonic scale as the great Gurdjiff...and the great WD Gann would tell me it will.

Have a wonderful Thanksgiving...consider a family reading from excerpts of the diaries of William Bradford,

Jim Ross