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| | Two-dimensional Geometry and the Golden section |
 | | The Golden section squares are shown in red here, the axes in blue and all the points of the squares lie on the green lines, which pass through the origin (0,0). |
 | | Also, because of the properties of the golden section, we can see that the distances measured on the outside of the shell also have increased by Phi and it is often easier to measure this distance on the outside of a shell, as we see in the picture here on the left. |
 | | The Changing Shape of Geometry : Celebrating a Century of Geometry and Geometry Teaching edited by Chris Pritchard, Cambridge, 2003, 557 pages is a collection of many articles from the Mathematical Association's Mathematical Gazette to commemorate 100 years of this interesting journal aimed at school teachers, lecturers and pupils aged 15-20. |
| www.mcs.surrey.ac.uk /Personal/R.Knott/Fibonacci/phi2DGeomTrig.html (8440 words) |
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