Final research today ...
...
Love it!!!
For our file (morbus or sanitas) - interesting history of this coinage:
(1956) "The International Flat Earth Sociey has been established to prove by sound reasoning and factual evidence that the present accepted theory, that the Earth is a globe spinning on its axis every 24 hours and at the same time describing an orbit round the Sun at a speed of 66,000 m.p.h, is contrary to all experience and to sound common-sense."
... I love it!!!! I watched a video simulation online, that demonstrated how we are incorrect in saying that the planets orbit the sun, and the sun orbits within the galaxy as well, in relatively elliptical orbits. Instead, it showed that they follow movements that are quite similar to the double-helix found in our DNA, forever moving outward. It is not what we are taught, so it made me wonder. Thanks for the early morning laugh! 
Re: http://aitnaru.org/threepoints.html ... 
Duh! Too many months at the computer keyboard were spent just to learn a simple geometry lesson:
Any "square of the circle" can be associated with just 3 points: draw a circle, inscribe a square within the circle, inscribe a circle within the square, draw a straight line from one corner of the square to the opposite corner. Each of the two resulting right triangles equate to the square of one circle ... when the square is defined as inscribed within the circle or defined as surrounding the circle. 
"squaring the circle". ... Re: Three Points Only design in the Parallel Dimensions file: Logically, the square of a circle can represent any area from a square inscribed in the circle (the smallest possible area) to a square surrounding the circle (the largest possible area). The scalene triangle represents an area between the smallest and the largest. ... Imagine that the smallest right triangle (magenta, from the inscribed square) rotates clockwise, changing shape until it becomes the right triangle for the largest area. Keep the left side length constant and the right side at 135 degrees. The lengths of the other two sides change and the bottom line of the triangle is always equal to the side length of a square. A possible clue to the solution: two points are known (the ends of a side of the inscribed square). Augustus De Morgan (1806-1871), British mathematician and logician, might have written later: Inscribe a square within a circle so that two opposite sides are horizontal. Draw a straight line connecting the lower right corner with the upper left corner. Imagine the clockwise rotation* of the leftmost right triangle, keeping the left side length constant, the right side at 135 degrees and the horizontal side at 180 degrees. The length of the horizontal side always defines the side of a square. And when a certain scalene triangle is created, this side defines the side of the square of the circle, visually proving that only 3 points on a circle are required to draw its square. ). Fascinating closure for this research plateau ... The heptagonal medallion in the Free Will design now becomes more than artistic embellishment - it's symbolism for this journey's achievement! 
An older friend in Finland recently convinced me to apply for a passport during a full moon. A unspecified documentation complication ten years ago prevented approval of that application. Then my business need for the passport soon faded away and I lost interest in the application (apparently, the application was later discarded by that office). 
Sensing an "energized moment", I compromised - I would try to arrive in 45 minutes ... if I could find the documentation. I found everything that I needed and arrived on time. The manager was hurried, trying to prepare for the reception of this morning's applicants, now queuing in the hall. He invited me to sit at his desk and complete the forms. "Take your time but hurry!" seemed to be his attitude. His friendliness convinced me to seize the moment. "Just do it and hurry!" became my attitude - I scribbled furiously. Two weeks later my expedited passport arrived - no mention of documentation complication this time. Full moon influence? Maybe, but I suspect that the midwayers had prepared the way. And this hints that the passport might be required for another adventure this year! 
... Who knows why I was born this way, but my full-moon fascination has never died! And it's taken to calling me again -- the past few full moon cycles, it's sought me out, even waking me up at an early hour to catch its peak! I woke up bolt-upright last month, at 5am, when the full moon's peak was at 5:27. I can't explain how that one happened!
Re: http://wiki.answers.com/Q/What_is_Filabuster_bread Re: http://www.amazon.com/Brown-Ale-History ... 0937381608 Re: http://patagoniaorganics.com/products/i ... Itemid=358 Notice the subtlety ... and probable celestial artisan input to this research and creativity? The integration of familiar (and healthy) foods with associated symbolism tells the kind of story only our celestial friends can inspire! The mystery? I rarely eat pears (but like them)! Why would a Red Bartlett come to mind (even before I knew about "bud sport") when the golden Bartlett has always been my favorite? Notice the other subtle linkage: "Patagonia": http://www.theub.org/part-iii.html#P085_2_4 More creativity ... ... Re: http://aitnaru.org/threepoints.html But I sense that I have reached the current limit of what I can discover in this geometry ... as a hobbyist. A capsule of truth has been discovered, long hidden within the geometric matrix! ... 
The updated Three Points design now hints that the siblings Cyclometricus (Morbus and Sanitas) But how would I know? Buster's story required confirmation of his "rational stein of brown ale": See also: Postscript: However, if this is the beach, the music would suggest "project delay - not closure": ...
Re: http://aitnaru.org/providence.html (see new Cameo Pi design at end of Parallel Dimensions file) All hosted by the geometry of the green scalene triangle I forgot to mention that this yellow horizontal line is the same line that was drawn in October, 2012, when my house smoke detector sounded its alarm once. Since no fire existed, I suspected that a midwayer triggered the alarm. Thereafter, I've been trying to discover the geometric signfiicance of that line (significance sufficient to cause the alarm). My listening, yesterday, to some of the music of Einstein on the Beach makes this Pi visitation even more mysterious: Often, the geometry is again modified to include more geometric detail. I then review the design to see what new symbolism might be present and choose/reselect line colors to enhance the total artistic presentation. Now, a ram appeared (dark blue) in the center of the design! The powerful symbolism of a squared circle, the symbol Pi and a ram may herald the unfolding of a celestial agenda. ... I did not know that ... 
Geometric perspective on this May 4th: The recipe found a convenient home: http://www.geekalerts.com/ufo-cookie-ja ... nt-1150495 ). The more important commentary about this recipe is that it was developed during the throes of a miserable head & chest cold (now day 5 but improving). And I noticed that many of the common daily midwayer prompts keep appearing (like x:06 right now, followed by the geometry x:07). ... I finally noticed that two perpendicular lines of the abstract Pi portion of the design form half a square. And that square can be "slid" at 45 degrees to the upper right corner of the square of the golden circle. When repositioned, this square provides visual proof that this is 1/4 of the square of the circle. Not an "earth-shaking" discovery ... and I decided that it had minimal value for posting as a comment. But when I returned to check on the bread in the oven, I passed the kitchen clock: 4:43 PM. Well ... x:43 (my prompt associated with 1/4 of the square root of Pi) just said "Hello!" Hmmm ... maybe this is a hint that 1/4 of the circle's square is significant. I removed the bread from the oven and returned to the computer. I glanced at the computer clock: 4:53 PM (x:53 is my prompt associated with 1/4 the square root of 2). So, these geometrically associated prompts encouraged me to post a comment. Over a year ago, I conjectured that squaring the circle would require an association of two lines, one representing the square root of 2, the other representing the square root of Pi. These two lines just shouted a big "Hello!" via the x:43 and x:53 prompts!