The data for n = 35b

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 =498.5699248

Thevarious projections do not have strikingly clear structure. The 12 degree 5 points occur in parrallel groups.

smallest eigenvalue Gram view

second largest eigenvalue Gram view

largest eigenvalue Gram view

The Coulomb view

The points

{{-0.649354, -0.760338, -0.0150092}, {0.0670249, -0.215991, -0.974092}, {-0.544847, -0.581859, 0.603806}, {0.218198, 0.756687, 0.616291}, {-0.961557, 0.139906, -0.236294}, {-0.13671, -0.930647, 0.33942}, {-0.12107, -0.958771, -0.2571}, {0.327266, -0.734632, -0.594316}, {0.782359, -0.483148, 0.393042}, {0.456203, 0.738065, -0.497131}, {-0.085175, 0.454788, -0.886517}, {0.456883, -0.889414, 0.014181}, {0.773041, 0.630162, 0.0728284}, {-0.278093, 0.929963, 0.240483}, {-0.862879, 0.33493, 0.3785}, {0.650483, -0.266947, -0.711063}, {0.52942, -0.140413, 0.836659}, {0.463834, 0.271509, -0.843292}, {-0.402264, 0.579045, 0.709147}, {-0.932391, -0.262267, 0.248725}, {-0.582849, -0.00249228, 0.812576}, {-0.811582, -0.388681, -0.436191}, {0.868584, -0.451153, -0.204996}, {-0.314267, -0.629228, -0.71085}, {0.975217, 0.0470084, 0.216197}, {0.057768, 0.25706, 0.964667}, {-0.704626, 0.706793, -0.0628056}, {-0.0824287, -0.342944, 0.935732}, {-0.517402, -0.0436782, -0.854627}, {-0.622492, 0.487415, -0.612315}, {-0.160682, 0.891613, -0.423329}, {0.290126, -0.708654, 0.643146}, {0.671124, 0.388009, 0.631697}, {0.900273, 0.219807, -0.375757}, {0.282532, 0.958467, 0.0389386}}

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