The face angle of the Great Pyramid and Robert Gordon's seven days, revisited

A nuance as opposed to something new; a restatement of the previous essay too involved in "seeing" in wonderment to extract the "observation" with utility:

Time and space are equal (or square) at or by the latitude 

of the face angle of the Great Pyramid of Giza.

Think about it.  Spheriod Earth's circumference is 15359 miles (haversine) at the degree of latitude of the face of the Great Pyramid (51.843 degrees) and Robert Gordon's seven days spans the 15341 lines of WD Gann's "The Tunnel Thru the Air."  Refine the numbers from the previous essay; first the ideal angle of the GPG, given its accepted theorized and intended base side is 440 cubits and height is 280 cubits:

Again, the face angle is 51.843 degrees.  Now, Spheroid Earth's circumference, according to the haversine formula and given the latitude is the face angle of the GPG:

Off by 18 miles from the lines in TTTTA where a line is "appointed" for a mile.  Is that .001%?

We might refine the above measurements further by considering the derivation of Earth's radius; whether it results from measurements or from analytical derivation assuming Earth as spheroid.  I have not, as the numbers prove easily close enough for me to be convinced this is an intended lesson of RG's seven days.

Time has a similar "appointment" in TTTTA given that the exercise of Chapter 34 (or incorrectly titled XXXIX) spans RG's seven days.  The WD Gann "Map of Time" converted from 168 solar years to 7 lunar/terrestrial days and spread over the 15341 lines (15341 down and 15341 up) of TTTTA provides insights to the inquisitive.

Space and time; 15341 both the lines of TTTTA and the latitude of the GPG.  As Robert Gordon might conflate; a "divine plan."  WD Gann's "Great Pyramid of Math," his "Map of Time," perhaps a virtual spacetime calculator.  

[An aside.  The total miles in the WD Gann "Map of Time" spans 15341 lines down and 15341 miles up or 30682 in total.  For grins, what does the first of the above two inserts tell us is the area of the  the right triangle deriving the face angle of the GPG?]

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From John Mitchell's "The Dimensions of Paradise," his "numerical canon:"

In the operations of simple arithmetic and throughout all the numerical manifestations of nature, such as the periods and intervals of the solar system, certain “nodal” numbers occur, providing a link between processes and phenomena which otherwise appear quite unconnected with each other

In dwelling on the numbers Robert encountered, relied upon, experienced in his seven days, I am continually re confronted with root 2, Pi, Phi, Euler's constant too often to consider their occurrence as other than integral and causal to the dynamic arbitration, reciprocation between Euclidian measured time and space.  As a practical matter, I am encouraged to believe the 51.843 "parallel" is a similar "numerical manifestation of nature" that arbitrates between time measured at the equator and space measured at any other latitude being contemplated.

Since we're contemplating Robert's trip, is the latitude he circumnavigated the globe, the latitude of New York City, special as well?  Yes, its the natal birth location and date of the United States, one of two nations founded "under God.

Consider:

• Latitude 0*, the positive, equator, where time is measured in second, minutes, hours..., considered the constant in the Earth's gravity well of special relativity,

• Latitude 40.756*, the negative, the dynamic and seeming chaotic, the latitude of NYC, home of the birth of the nation, space measured in miles, half Euler's constant in magnitude from the equator, and the fourth root of 2 in magnitude from the neutral,

• Latitude 51.843*, the neutral, latitude of the face angle of the GPG OR the 4th root of 2 (2^(1/4) "from" the latitude of NYC OR Phi in magnitude "from" the latitude of the equator.

The Law of Three.... seems to be so.

Do the math.

Jim Ross