F4 as a subgroup of E8 projected into the Coxeter plane/<br><p><i>Detail Description</i>:
The 48 vertices are projected into the 2D Coxeter plane using projection vectors of x=(-sqrt(3)+1,0,1,1,0,0,0,0),y=(0,sqrt(3)-1,-1,1,0,0,0,0). The blue center represents the 24 overlapping vertices. The 126 edges of length sqrt(2)are color-coded based on projected vertex positions.
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This is constructed from <a rel="nofollow" class="external text" href="http://theoryofeverything.org/TOE/JGM/VisibLie_E8.nbp">VisibLie_E8</a> found on <a rel="nofollow" class="external text" href="http://theoryofeverything.org/wordpress/?page_id=14">TheoryOfEverything.org</a> with the following settings: <br>
(* This is an auto generated list from e8Flyer.nb *)<br>
new := { <br>
scale=0.04;<br>
favorite=22;<br>
showAxes=False;<br>
showEdges=True;<br>
eGrad=16;<br>
edgeVal={Sqrt[2], 126};<br>
vOverlapColor=True;<br>
pListName="F4";<br></p>
};new;
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