The data for n = 26


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 = 265.1333562


The configuration has some orderliness in the Coulomb projection with bandology roughly (1,5,8,1,7,4)

[Graphics:n26pic.jpg]

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smallest eigenvalue Gram view

[Graphics:n26g1.jpg]

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second largest eigenvalue Gram view

[Graphics:n26g2.jpg]

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largest eigenvalue Gram view

[Graphics:n26g3.jpg]

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The Coulomb view

[Graphics:n26coul.jpg]

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The points

{{0.800563, 0.38962, -0.455297}, {-0.0600365, 0.804104, 0.591449}, {0.9091, 0.345925, 0.232103}, {0.00293745, -0.511679, -0.859171}, {-0.810235, -0.58121, 0.0755905}, {0.942603, -0.330893, -0.0448199}, {-0.398649, 0.161745, -0.902728}, {-0.58658, 0.646367, -0.487989}, {0.418133, -0.859858, -0.292931}, {-0.162819, 0.984133, -0.0705141}, {-0.330552, 0.246117, 0.911132}, {0.178036, 0.760055, -0.624995}, {-0.684249, -0.394512, -0.613322}, {0.680822, -0.31121, -0.663046}, {-0.964355, 0.120524, -0.235568}, {-0.883636, 0.0351139, 0.466856}, {0.488336, -0.778649, 0.393997}, {-0.703695, 0.654149, 0.277314}, {0.423338, 0.400548, 0.812617}, {0.278554, 0.17157, -0.944972}, {0.140339, -0.32867, 0.93396}, {0.746373, -0.193392, 0.63681}, {-0.277594, -0.905685, -0.32043}, {-0.492867, -0.464068, 0.736018}, {0.505796, 0.858108, 0.0884388}, {-0.160655, -0.919585, 0.358542}}

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