Note : images are copyrighted
First off, let's note the following:
- There are 20 radial lines, divided to 11 squares each.
- Some of the squares are flattened, some not.
- Some of the flattened squares form radial lines.
- Some of the radial lines are connected to each other with circumferential lines.
- The connected lines form a closed "frame".
Now, let's look inside the frame:
Every second radial line has no flattened squares, and is therefore a "separator". Let's look at every second line, those that have squares, and count how many squares they have:
We get:
1, 0, 6, 1, 8, 0, 3, 3, 9, 9
Looks familiar? Well, to mathematicians :)
This makes 1.61803399, which is the golden ratio.
The "frame" holds no code as far as I can tell, it's just the closest frame possible around the code, which doesn't touch it. Or maybe someone can find the golden ratio also in the frame?
As for what lies outside of the frame - I don't know yet.
http://www.cropcircleconnector.com/2010/somewhereinwiltshire/comments.html
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