G.O.D. or G.P.S.? PART ONE: GEOMETRY AND SYNCHRONICITY
To find out if there is a G.O.D. (Guiding Organizing Designing) process going on or that some well organized, clever, mathematically trained boys and girls with hi-tech machines equipped with G.P.S. (Global Positioning System) are doing the job.
PART ONE: Mathematics in the fields?
I started writing this paper, inspired by reading “The G.O.D. Experiments, how science is discovering God in everything, including us” by E Gary. Schwartz, Ph. D.
Mostly I avoid reading books about believing in whatever 'god' because believing is not wanting to know what is true (thank you Nietsche). But Schwartz's book is very different and I recommend it to everybody. I started researching and discovered amazing things about the mutual relationships between crop circles of the 2010 season. In further papers I hope to show them to you, but first let's see what I found out about crop circles 1, 2, 3 and 4.
1 2
3 4
Figure 1 – 4 show the first circles of the year 2010.
Copied-and-pasted in Google Earth you will see that crop circles 1, 2 and 3 form an almost perfect isosceles triangle, taken the line 1-3 as the basis.
Distances are 1 - 2 =8,84 kilometers, 1 – 3=12,35 km and 2 – 3=8,88 km.
The same applies to the distances between crop circles 1, 3 and 4: here again an almost perfect
isosceles triangle, again with basis 1-3.
Distances to crop circle 4: 1 – 4=31,63 kilometers, 3 – 4=32,44 km.
In Figure 5 you will see how it looks.
I drew a line from crop circle 4 through crop circle 2, which ends in point A on the line 1 -3.
Later I will show you the significance of this line and point A.
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Fig. 5 Shows the crop circles 1, 2, 3, and 4 in Google Earth.
Mathematically trained people saw in the Wilton crop circle a binairy code for Euler's Formula (Fig. 6) "one of the most remarkable, almost astounding, formulas in all of mathematics."
6 Binary 7 Graphic representation Euler's Formula
My intuition drove me to take the next step and the outcome of this still amazes me.
I copied-and-pasted the Euler picture in Google Earth.
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All I did was copy-paste and adjust the size so it would fit in between the circles 1, 2 and 3.
What attracts the attention is that point A doesn't correspond with the middle of the 'Euler circle'.
I made sure that crop circle 1 and 3 are on the Euler circle, crop circle 2 is slightly of.
Arrow 'Im' doesn't point at crop circle 4 (this would be to good to be true!).
I will tell you later where it does point at but first something else.
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Figure 9 shows crop circle 2 near Stonehenge. The red line goes through the middle of it's three circles and points at Stonehenge.
The left white line is line 1-2 extended. It 'touches' Stonehenge and a tumulus north by northwest of Stonehenge.
This 'touching' (i.e. crop circles are not directly pointing at a -prehistoric- target but point slightly past it) seems to be a rather common phenomenon.
The summer of 2010 I was not in England. Me and my wife were on holiday in France and spent some time on an island called Ile de Re, in a village called St. Martin de Re.
On the third of July we left for the Dordogne and one day making a tour in the Cevennes I probably had to be reminded about the appearance of the crop circle near St. Martin's Chapel because names with St. Martin in it kept popping up.
One time it was a town or a hamlet called St. Martin, another time a road sign pointing at another St. Martin, a bridge called St. Martin or a hilltop with the same name where we stopped for lunch.
Later that week, updating the information on www.cropcircleconnector.com it appeared that the crop circle was discovered on the third of July as well: the day we left St. Martin de Re. Coincidence? Synchronicity?
After I had copy-pasted St. Martin's crop circle in Google Earth and I had extended 'Euler's arrow' (the red line in Fig. 10 -11) just by curiosity to see where it would lead, I was stunned about the outcome: the crop circle at St. Martin's Chapel!
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