Self-Intersecting Snub Quasi-Regular Duals

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Great Pentagrammic Hexecontahedron
Vertices:  92  (80[3] + 12[5])
Faces:60  (mirror-symmetric pentagrams)
Edges:150  (60 short + 90 long)
Symmetry:  Chiral Icosahedral  (I)
Dihedral Angle:  acos(root[209*(x^6)−94*(x^5)−137*(x^4)    
    +100*(x^3)−9*(x^2)−6*x+1])    
≈60.901133713 degrees
Dual Solid:  Great Retrosnub Icosidodecahedron
(values below based on unit-edge-length Great Retrosnub Icosidodecahedron)
Short Edge (60):  root[31*(x^6)−53*(x^5)−26*(x^4)    
    +34*(x^3)+17*(x^2)−x−1]    
≈1.7267812815094302923
Long Edge (90):  root[(x^6)−2*(x^5)−4*(x^4)+(x^3)+4*(x^2)−1]    ≈3.0636827449399370956
[5]-Vertex Radius (12):  sqrt(root[3936256*(x^6)−22266880*(x^5)    
    +14680320*(x^4)−2723200*(x^3)    
    +97200*(x^2)+6000*x+125])    
≈0.35270853905313317949548
[3]-Vertex Radius (80):  sqrt(root[4096*(x^6)−33792*(x^5)+85248*(x^4)    
    −79488*(x^3)+34992*(x^2)−7776*x+729])    
≈1.5597883625015795292
Edge-scribed Radius:  sqrt(root[4096*(x^6)−21504*(x^5)+16384*(x^4)    
    −4672*(x^3)+624*(x^2)−40*x+1])    
≈0.29394173807862325162
Inscribed Radius:  sqrt(root[856064*(x^6)−3900416*(x^5)    
    +1443072*(x^4)−149376*(x^3)    
    +6384*(x^2)−128*x+1])    
≈0.1489681400711333872454