The data for n = 52


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 =1145.42


There are rows of 3's or 6's and a point at bottom in the middle gram eigenvector projection with the degree 5 points in rows of 3's.

[Graphics:n52bpic.jpg]

Back to the top of the page


smallest eigenvalue Gram view

[Graphics:n52bg1.jpg]

Back to the top of the page


second largest eigenvalue Gram view

[Graphics:n52bg2.jpg]

Back to the top of the page


largest eigenvalue Gram view

[Graphics:n52bg3.jpg]

Back to the top of the page


The Coulomb view

[Graphics:n52bcoul.jpg]

Back to the top of the page


The points

{{0.916402, -0.346489, -0.20038}, {0.680669, -0.731663, 0.0368544}, {0.223786, -0.481547, -0.847368}, {0.625766, 0.461266, -0.629007}, {-0.026376, -0.0398547, -0.998857}, {-0.732473, 0.489082, 0.473584}, {-0.236966, 0.718881, 0.653496}, {-0.859436, 0.509655, -0.0402728}, {0.0246391, 0.950621, 0.309376}, {-0.293683, 0.363903, -0.883926}, {-0.42603, -0.751361, -0.50394}, {0.193034, 0.473125, -0.859587}, {-0.44872, 0.306584, 0.839438}, {0.879201, -0.362825, 0.308811}, {-0.961852, -0.266248, -0.0628732}, {0.00656386, -0.895997, 0.444012}, {0.341027, 0.716786, 0.608209}, {-0.591084, -0.0197677, -0.806368}, {0.47578, -0.730165, 0.4904}, {0.359125, 0.82742, -0.431747}, {-0.286948, -0.439928, -0.850955}, {-0.66672, 0.472645, -0.576274}, {0.098076, -0.561741, 0.821479}, {0.990477, 0.13402, 0.0315214}, {-0.763302, -0.374825, -0.52619}, {0.802108, 0.573205, -0.167507}, {-0.706989, -0.701863, -0.0869178}, {0.460791, 0.0303921, -0.886988}, {0.25196, -0.967691, -0.00948782}, {-0.253769, -0.133398, 0.958022}, {0.230609, -0.086115, 0.969229}, {-0.923851, 0.117058, -0.364414}, {-0.51265, 0.81591, -0.26736}, {-0.725364, -0.0692213, 0.684876}, {0.0481916, 0.389251, 0.91987}, {-0.485434, 0.846864, 0.217198}, {-0.226533, -0.970545, -0.0820065}, {-0.961681, 0.102883, 0.254137}, {0.678525, -0.336194, -0.653129}, {-0.0408627, 0.985768, -0.163068}, {0.0531031, -0.846572, -0.529619}, {-0.462357, -0.819194, 0.339334}, {0.535088, 0.286852, 0.794605}, {0.881823, 0.0933716, -0.462244}, {0.756535, 0.555626, 0.34487}, {0.518011, -0.738692, -0.431276}, {0.858665, 0.086123, 0.50525}, {-0.407543, -0.539425, 0.736837}, {0.597313, -0.308745, 0.740198}, {0.466601, 0.881554, 0.0717378}, {-0.14317, 0.772669, -0.618453}, {-0.809756, -0.441127, 0.386915}}

Back to the top of the page


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