### The data for n = 34

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 =468.9048579

The minimum gram eigenvalue projection has bandology of (1,6,6,2,2,2,2,6,6,1) where the 2's are all of the 12 degree 5 points.

smallest eigenvalue Gram view

second largest eigenvalue Gram view

largest eigenvalue Gram view

The Coulomb view

The points

{{0.882258, -0.393826, 0.257918}, {-0.761958, -0.417415, -0.495161}, {-0.981976, 0.114112, -0.150673}, {-0.134091, -0.207625, 0.968974}, {0.741737, 0.109877, -0.661629}, {0.511709, -0.829109, 0.225238}, {-0.346624, 0.443305, 0.826639}, {-0.685017, -0.0592517, 0.726114}, {0.483602, -0.362781, 0.796567}, {0.258704, 0.965712, 0.021743}, {-0.263022, 0.511057, -0.818315}, {0.819584, -0.438618, -0.368642}, {0.673108, 0.637539, 0.374793}, {0.122514, 0.778657, 0.615373}, {-0.697031, 0.156931, -0.699657}, {0.990903, 0.124611, -0.0508358}, {-0.218114, -0.779554, -0.587131}, {0.0613687, -0.756432, 0.651187}, {-0.821834, 0.432793, 0.370513}, {-0.187329, 0.917524, -0.350796}, {0.204041, 0.137, -0.969329}, {0.346623, -0.443305, -0.826639}, {-0.0815395, -0.994339, 0.068125}, {-0.27659, -0.255834, -0.926308}, {0.358376, -0.856288, -0.371937}, {-0.922072, -0.319133, 0.218945}, {0.279019, 0.261432, 0.924014}, {0.73893, 0.627329, -0.245848}, {-0.505781, -0.649717, 0.567497}, {-0.389609, 0.877398, 0.27996}, {-0.613276, -0.788033, -0.0538227}, {0.797287, 0.122093, 0.591124}, {-0.712388, 0.655384, -0.250947}, {0.328488, 0.678511, -0.657052}}

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