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Reconstruction of the 2001 Berwick Bassett formation | ||
| 1. | ![]() |
Draw a circle; this will form the outer circle of the formation. Draw the horizontal and vertical centerlines. |
| 2. | ![]() |
Construct a regular 12-sided polygon (dodecagon), inscribed in this circle, with angular point at the endpoints of the centerlines. |
| 3. | ![]() |
Construct the inscribed circle of the dodecagon. |
| 4. | ![]() |
Construct an equilateral triangle, inscribed in circle 3, with one angular point pointing downwards. |
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Construct a circle with its center at the lower angular point of the equilateral triangle, passing through the other two angular points. |
| 6. | ![]() |
Repeat this for both other angular points, and trim away all parts lying outside the inner circle (circle 3). |
| 7. | ![]() |
Construct another dodecagon, inscribed in circle 3, with all sides parallel to those of the first dodecagon. Draw four diagonals, as shown. |
| 8. | ![]() |
Construct a circle, with the center at the intersection of two diagonals, tangent to the other two diagonals, as shown. |
| 9. | ![]() |
Copy this circle three times, with their centers at the angular points of the equilateral triangle. |
| 10. | ![]() |
Construct another equilateral triangle, with the angular points at intersections of the copied circles 9 and the circular segments 5 and 6, as shown. |
| 11. | ![]() |
Repeat steps 5 and 6 for this triangle, adding circular segments to the triangle. |
| 12. | ![]() |
Repeat step 9 for this triangle, copying three circles 8 to the angular points of the triangle. |
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Like step 10, construct again an equilateral triangle, this time from the intersections of circles 12 and circular segments 11. |
| 14. | ![]() |
Add again circular segments to the latest triangle, like in step 11. |
| 15. | ![]() |
Repeat steps 12, 13 and 14 over and over again, every time making use of the most recently added circles, triangles and circular segments, until a total of 10 triangles have been constructed, in a spiral-like way. |
| 16. | ![]() |
Outer circle and all circular segments together form the ingredients for the final reconstruction. |
| 17. | ![]() |
Making black every other area between the circular segments finishes the reconstruction of the 2001 Berwick Bassett formation (black denotes standing crop). |
| 18. | ![]() |
The final result, matched with the aerial image, shows a reasonable, but not 100%, fit. |
| Copyright © 2001, Zef Damen, The Netherlands |