240 E8 vertices with 1440 overlapping 6-Cube (6D) unit edges and Golden Ratio basis vectors orthographically projected to 3D. 
<p>The specific basis vectors are: <br>
x = {1, [Phi], 0, -1, [Phi], 0, 0, 0}<br>
y = {[Phi], 0, 1, [Phi], 0, -1, 0, 0}<br>
z = {0, 1, [Phi], 0, -1, [Phi], 0, 0}<br></p>
The edges have norm’d unit length calculated from the 6 non-zero projected dimensions of E8. Of these, 192 vertices and 64 edges belong to the 6D 6-Cube (Hexeract) proper. Edges are shown with colors assigned based on origin vertex distance from the outer perimeter. The vertex colors of the 6-Cube projection represent E8 vertex overlaps.
<a href="//commons.wikimedia.org/wiki/User:Jgmoxness" title="User:Jgmoxness">Jgmoxness</a>
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