Yatesbury Field (1), nr Avebury Trusloe, Wiltshire. Reported 30th May

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Updated Thursday 4th April 2019

 

AERIAL SHOTS GROUND SHOTS DIAGRAMS FIELD REPORTS

Image Peter White Copyright 2007


Follow the Countryside Code whilst visiting Crop Circles

FOR VISITING THE CROP CIRCLES.


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Images CCC Copyright 2007



 


Image  Nick Nicholson Copyright 2007


Image Peter White Copyright 2007


Diagram Tommy Borms Copyright 2007

12 and a Half Feet - Diameter

The additional circle is placed where the green circle is on this diagram.  On the photos there appears to be a passage gap, this was not there when I first saw the additional circle, which was totally enclosed, with a neat solid lay like early green wheat, at the stage where it stays in position and does not bounce up.  The circle had 20cm of barley between it and the its next door circle.

Clare Kingston


I know there are arguments how to read ,decode, or translate. But if we read this diagram as a number, it would be Pi again.  Please look at followings.
 
Along on inner to outer, the number is     12315142117221139211331
 
If prime factorization is done against this number, these three primes could be obtained, which are ...
 
    3                                      (a)
    1000443644089651        (b)
    4103227                          (c)
 
If each prime number has it's own decimal point, we may be able to describe them like this.
 
    3.0000000000000000...    (a)'
    0.1000443644089651...    (b)'
    0.0410322700000000...    (c)'
 
When add up (a)',(b)' and (c)'. here is Pi plus something.
The prime factorized numbers were 
    3
    10000443644089651
    4103227

 
If the 0s were used as divider, three more numbers could be seen.
Namely...
 
    443644
    89651
    3227
 
Change the order and trim a little...
 
      89651
    443644
        3227
 
I took a close observation, and found something wonderful ! Here are four groups whose sum-ups are 17. Always 17 ,always. In details...
 
    {3,4,1,5,4}
    {6,4,7}
    {9,6,2}
    {8,3,2,4}
 
The following is my forced story.
 
Please have a look if interested.
 
    3 *4 *1 *5 *4 = 240
    6 *4 *7 = 168
    9 *6 *2 = 108
    8 *3 *2 *4 = 192
 
Using these numbers, we can get such a number.
 
    ( 192 + 240 )  /  ( 108 + 168 ) = 36 / 23  = 1.5652....
 
This is almost Pi /2 . If quizzes ware really intentionally designed,... what an amazing question !! Am I biased ?  It's too purposefully.

Hiro

The numbers were ...
 
    3141, 443644, 89651 and 3227

With these four numbers, one is pi, I was having funny time with my calculator day after day, as thinking of  circle, sphere, N-dimensional spheres ... If they were a that, those or this one, that one..., how it could be? or what it would be?

Lately, I came across an idea of what if it were an area for a circle? The formula is of course [ pi x radius^2 ]. so, I took these square roots.
 

    sqrt(443644) = 666.06606... 
    sqrt(89651)   = 299.41776...
    sqrt(3227)     =   56.80668...

These are lengths (radiuses) according to the formula (if they were circles). The concept here is length with no unit, but in mathematics,  it treats numbers and concepts themselves and sometimes does not consider their units. Primarily, they were lengths but re-concept secondarily, how about when considered all sorts of concepts. My English is something incorrect. Forgive me..

Here, I felt the number 56.80668... as an angle, which is 1 radian,  whose exact value measured in degree is 57.295... (180deg./pi).  Radian is a unit showing angles and pi radian shows a semicircular travel. The  rest of two seemed sides for triangle. We can determine a shape of triangle with these three conditions.
 

    length1 = 666.06606...
    length2 = 299.41776...
    angle A =   56.80668...

Here is two type of triangles draw able from these values, but this time I mention the half. There are several ways getting all of the values for triangle, they are mathematical,  geometrical, or by mold-lofting. I apply 'addition theorem' this time, which is taught in schools, because the rest of the side is easily found.
 

    calculation
 
    X is length3
    X^2 = length1^2 + length2^2 - 2*length1*length2*cos(angle A)
 
    ////////  I omit this version here. /////////////////////////////////////////////////////
        length1^2 = length2^2 + X^2 - 2*length2*X*cos(angle A)  
    ////////////////////////////////////////////////////////////////////////////////////////////////////////
 
a.    If values shown in step 1 are used, the result for X is 561.18686...
b.    If approximate values are used, like as 666, 300, 180/pi, it would be 563.60553... Both values are almost pi x 180.
 
Reference to a.
        561.18686.. /pi = 178.63132...
        178.63132... /180 = 99.239... %
    This is almost 180.
    What is more,  
         1 rad. = 180 /pi = 57.29577... deg.
 
         57.29577... x 99.239...% = 56.86011...
    A ratio to the value obtained from step 1 ,which is the angle A,         ratio = 56.80668... / 56.86011...  = 99.906... %
What do you feel?
 
Reference to b.
        563.60553... /pi = 179.401...         179.401... / 180 = 99.667... % Biased story? might be.

Hiro 

Location: On A4 towards Avebury - just past Yatesbury turn off, on left (just past microlight flights)
Map: Using your guide to get location from Streetmap - here's the location (ish!) 407805E 169740N (N51:25:36 W1:53:21)
Crop: Barley
Description: Small circles around bigger central (although I was driving past, so maybe wrong)
Discovery: 30/5/07
Name: Tim Henley
Status:  

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Mark Fussell & Stuart Dike