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PACKING CIRCLES OF TWO DIFFERENT SIZES ON THE SPHERE. II |
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| Authors: | Florian August Heppes Aladár |
| Abstract: | The authors prove that the density of any packing of disks with radii r 5 = π/5 and R 5 = π/2 − π/5 cannot exceed the density of the incircles of the Archimedean tessellation of symbol (4,4,5). This revised version was published online in August 2006 with corrections to the Cover Date. |
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