This imaginary circle touches the formation's ring. It also touches one of the corners of the outer squares. Let's now draw another pentagram into this circle.
This pentagram precisely touches one of the corners of the inner squares, whereas the formation's right circle fits exactly into the pentagram's pentahedron.
And as if this is not enough, we can draw a circle that has its centre in the formation's left circle and that goes straight through the centre of the formation's right circle.
In this large, imaginary circle we draw another pentagram. Now this pentagram too touches very precisely one of the corners of the outer squares. And the formation's ring fits exactly into this pentagram's pentahedron.
Anybody who knows the slightest bit of geometry, knows that this goes way beyond chance. There's only one conclusion that can be drawn here: every element of this formation is situated on a very precise and carefully chosen spot in relation to each other. Furthermore the tramlines also play an important part in this creation. This Chilcomb Down formation not only as a whole was very precisely put into the crop, but also in relation to the entire field! After all, two tramlines exactly touched the first imaginary circle that we drew. Geometrically speaking, there is no way that this could be a coincidence...
This geometrical perfection turned out to be present in every formation Wolfgang Schindler analysed. And so he could draw but one conclusion: crop circles are not a well organized joke. They are far too complex to be just that, they are of unbelievable geometrical perfection and furthermore they find themselves in perfect harmony with the field they're in.
This last factor also implied that crop circles could not be explained away as a natural phenomenon, like for instance the appearance of ice crystals. There are indeed ice crystals that are geometrically perfect, but now that had turned out that crop circles take into account the field they appear in and - better yet - some of the human elements in the field (i.e. the tramlines), one could truly draw but one end conclusion: there is indeed an intelligence behind the creation of crop circles...
