### The data for n = 33

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 =440.2040145

The projections are not particularly regular.

smallest eigenvalue Gram view

second largest eigenvalue Gram view

largest eigenvalue Gram view

The Coulomb view

The points

{{0.446342, -0.632522, -0.633005}, {-0.0934264, 0.45342, -0.886387}, {0.518946, 0.459444, -0.720837}, {-0.216554, -0.392489, -0.8939}, {0.816572, -0.0933915, -0.569639}, {-0.985233, -0.159389, 0.0625443}, {-0.478476, -0.877487, -0.0328191}, {-0.780215, 0.0963192, 0.618051}, {-0.722244, -0.562332, 0.402674}, {-0.368911, -0.36818, 0.853433}, {-0.105816, -0.862491, 0.494887}, {0.763449, 0.481348, 0.430639}, {0.81527, -0.20115, 0.543022}, {-0.449795, 0.651555, 0.610869}, {0.999622, 0.0261793, 0.00843602}, {0.808296, -0.579118, -0.106211}, {0.788358, 0.57867, -0.208885}, {0.161837, 0.733568, 0.660066}, {-0.823761, 0.552342, 0.127813}, {0.289169, -0.0835987, -0.953621}, {-0.182223, 0.206043, 0.961427}, {0.124297, 0.886289, -0.446142}, {-0.151286, -0.836607, -0.526499}, {0.373133, 0.920184, 0.118464}, {0.435905, 0.194301, 0.878769}, {-0.754534, -0.471957, -0.456}, {0.241419, -0.967837, -0.0707634}, {0.24313, -0.400521, 0.883442}, {-0.554688, 0.0798605, -0.828217}, {-0.51052, 0.727426, -0.458499}, {-0.270759, 0.9583, 0.0913813}, {-0.897059, 0.221089, -0.382628}, {0.522767, -0.735608, 0.430808}}

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