The Map of Time part 2; The MOT and WD Gann's 45* angle

The last essay ended with the quizzical poem, Tid Bits appearing on a notable page 45.  I derived the interpretation that, in retrospect, I'd created the Map of Time (MOT) by doubling and re doubling the number of lines in "The Tunnel Thru the Air" (15340 lines) to arrive at a vertical chart that is 84 years tall.  I also considered my increasing work ethic in respect of Mr. Gann's work; it has clearly doubled and re doubled.  But I did not explain the most interesting 'coincidence' that the discussion occurs on page 45.

So we have the MOT with one red date at the bottom, 1932, and two red dates at the top, 1848 on the left top and 2016 on the right top.  The left is a column descending by 1 year per cell to the year 1932 and the right ascends at 1 year per cell.  I will not present the MOT in full here because I will change it to a more familiar format later in this post…and that takes room.  For now, HERE's a link to a picture.

I'm now going to change the two-column MOT to an isosceles triangle and then two right isosceles triangles.  How so.  Well, we have two columns that are 84 cells (years) high originating at a single point, 1932.  Let me ask, how many years separate the two years in red at the top of those two columns.  Why its 2016 - 1848 or, surprise, surprise, 168 years, the 12th period of the theorized 2016 year cycle.

Do you get my drift?  An isosceles triangle with the top leg at 168 years and which is 84 years tall.  Let's adapt that spreadsheet to a still terribly difficult size to illustrate:

We have at the top left 1848, top right 2016 defining 168 years.  At the bottom we have a single point, 1932.  Connect the 3 points and, intuitively you know, it is an isosceles triangle.  I'll forego the trig and move forward to what geometer's are always want to do; bisect a line to form right triangles.  I'll draw a vertical line from the midpoint of the 1848 to 2016 top most line to the bottom point of the MOT, namely, 1932.

The violet vertical line now bisects the isosceles triangle creating two perfectly mirrored triangles.  Upon pondering what we have, you'll recognize each of the triangles has two sides that are equal at 84 years and each of the triangles has one 90 degree angle.

Again, intuitively you know, you have two right triangles whose two lesser angles are 45 degrees.

Additionally, you can visualize a single rectangle that is 168 X 84 years.  You can visualize two component squares that are 84 X 84 years.  Well, they look a little shorter in width that they are in height.  But that's Excel and my ability to make them "appear" square.  They are 84X84 years…they are a square.  Believe the numbers not the appearance.  Numbers don't lie.

And then you might notice something a bit more profound.  Start with visualizing the descending left timeline of the MOT from 1848 to 1932 arrayed on the downward sloping 45 degree angle and the 1932 to 2016 ascending years arrayed on the upward sloping 45 degree angle.  Ask yourself what the interval is between the points where the paired event years of 1919 and 1945 (end points of WWI and WWII) fall.  And the interval between where the paired event years of 1863 and 2001 (mid points of the Civil War and the proposed Islamic War).  In the former the gross interval is 26 years and the latter is 138 years.  The half intervals are 13 years and 69 years.

The intervals between repeating events are not static, they're not Phi related at first glance, they're not readily observable as a square or multiple.  In contrast, the intervals between repeating events respond to the 45 degree angle. 

A great hallmark of Mr. Gann's cosmology; the 45 degree angle.

[These are new thoughts on my part and I reserve the right, upon further thought, to be wrong.  Next up, the MOT and special relativity.]

Jim Ross