The data for n = 23


The potential
The picture and a description of the configuration
The Gram minimal eigenvalue projection
The Gram middle eigenvalue projection
The Gram largest eigenvalue projection
The Coulomb view
The points in Mathematica format

potential =203.9301


The has a minimum Gram eigenvalue projection with bandology (1,3,3,3,3,3,3,3,1) .

[Graphics:n23pic.jpg]

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smallest eigenvalue Gram view

[Graphics:n23g1.jpg]

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second largest eigenvalue Gram view

[Graphics:n23g2.jpg]

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largest eigenvalue Gram view

[Graphics:n23g3.jpg]

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The Coulomb view

[Graphics:n23coul.jpg]

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The points

{{-0.179925, 0.513852, -0.838799}, {0.516316, -0.463688, 0.720008}, {0.13708, 0.207611, 0.968559}, {0.760576, -0.306288, -0.572461}, {0.496653, 0.306047, -0.812201}, {-0.672245, 0.0000131069, 0.740329}, {0.0427468, -0.316046, -0.94778}, {-0.977271, -0.207535, -0.0432564}, {0.125868, -0.958205, 0.256906}, {0.805606, 0.190635, 0.560943}, {-0.619258, -0.722508, 0.307411}, {0.852192, -0.513879, 0.0984714}, {-0.827577, 0.497267, 0.260464}, {-0.246387, 0.722534, 0.64594}, {0.439257, 0.804981, 0.398821}, {-0.439357, -0.804922, -0.398831}, {0.291686, -0.85231, -0.43415}, {0.404208, 0.852185, -0.332258}, {0.939309, 0.315895, -0.133823}, {-0.635898, -0.19051, -0.74789}, {-0.267673, 0.958244, -0.100599}, {-0.766264, 0.46383, -0.444636}, {-0.179647, -0.497202, 0.848833}}

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Copyright by Neubauer, Schilling, Watkins and Zeitlin (1998).