High Usefulness

# SVC image of Sofi with changeable labels for spheres and labels. It must improve upon this:

digraph { ranksep=.2; size = "7.5,7.5"; rankdir=BT node [shape=circle, fontsize=40] edge [penwidth=3 fontsize=24 labelfloat=true decorate=true constraint=true minlin=.1] ratio=1.3 //edge [style=invis] node [width=2 style=filled shape=circle fontcolor=black color=black penwidth=3 fillcolor=white fixedsize=true] z [style=invis] a [style=invis] b [style=invis] c [style=invis] d [style=invis] e [style=invis] f [style=invis] g [style=invis] h [style=invis] { rank = same;z 1} { rank = same;b 2} { rank = same;c 3 4} { rank = same;d 5 } { rank = same;e 6 7} { rank = same;f 11} { rank = same;g 8 9} { rank = same;h 10} z -> a -> b -> c -> d -> e -> f -> g -> h [style=invis] subgraph cluster1 { 3 -> 6 [label="3->6" taillabel=FALSE labelangle=-50.0 labeldistance=5] [color=blue] 6 -> 8 [label="6->8" ] [color=blue] 8 -> 6 [label="8->6"] [color=blue] 6 -> 3 [label="6->3" taillabel=FALSE labelangle=-50.0 labeldistance=5] [color=blue] } subgraph cluster2 { 1 -> 2 [label="1->2" ] [color=green3] 2 -> 5 [label="2->5" ] [color=blue] 5 -> 11 [label="5->11" ] [color=blue] 11 -> 10 [label="11->10" ] [color=blue] 10-> 11 [label="10->11"] [color=blue] 11-> 5 [label="11->5"] [color=blue] 5 -> 2 [label="5->2"] [color=blue] 2 -> 1 [label="2->1"] [color=green3] } subgraph cluster3 {constraint=true 4 -> 7 [label="4->7"] [color=blue] 7 -> 9 [label="7->9"] [color=blue] 9 -> 7 [label="9->7"] [color=blue] 7 -> 4 [label="7->4"] [color=blue] } 8 -> 9 [label="8->9"] [color=blue] 9 -> 8 [label="9->8"] [color=blue] 6 -> 7 [label="6->7"] [color=blue] 7 -> 6 [label="7->6"] [color=blue] 3 -> 4 [label="3->4"] [color=blue] 4 -> 3 [label="4->3"] [color=blue] 3 -> 5 [label="3->5"] [color=blue] 5 -> 3 [label="5->3"] [color=blue] 3 -> 1 [label="3->1" taillabel=FALSE labelangle=-50.0 labeldistance=5] [color=blue] 1 -> 3 [label="1->3" taillabel=FALSE labelangle=-50.0 labeldistance=5] [color=blue] 2 -> 4 [label="2->4"] [color=red] 4 -> 2 [label="4->2"] [color=red] 2 -> 3 [label="2->3"] [color=blue] 3 -> 2 [label="3->2"] [color=blue] 4 -> 1 [label="4->1"] [color=blue] 1 -> 4 [label="1->4"] [color=blue] 4 -> 5 [label="4->5"] [color=blue] 5 -> 4 [label="5->4"] [color=blue] 5 -> 6 [label="5->6"] [color=blue] 6 -> 5 [label="6->5"] [color=blue] 7 -> 5 [label="7->5"] [color=blue] 5 -> 7 [label="5->7"] [color=blue] 6 -> 11 [label="6->11"] [color=blue] 11 -> 6 [label="11->6"] [color=blue] 7 -> 11 [label="7->11"] [color=blue] 11 -> 7 [label="11->7"] [color=blue] 8 -> 11 [label="8->11"] [color=blue] 11 -> 8 [label="11->8"] [color=blue] 9 -> 11 [label="9->11"] [color=blue] 11 -> 9 [label="11->9"] [color=blue] 8 -> 10 [label="8->10"] [color=blue] 10 -> 8 [label="10->8"] [color=blue] 9 -> 10 [label="9->10"] [color=blue] 10 -> 9 [label="10->9"] [color=blue] 6 -> 2 2 -> 6 7 -> 2 2 -> 7 8 -> 5 5 -> 8 9 -> 5 5 -> 9 11 -> 3 3 -> 11 11 -> 4 4 -> 11 10 -> 6 6 -> 10 10 -> 7 7 -> 10 }