Self-Intersecting Snub Quasi-Regular Duals

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Small Hexagonal Hexecontahedron
Vertices:  112  (100[3] + 12[5])
Faces:60  (mirror-symmetric hexagons)
Edges:180  (60 short + 120 long)
Symmetry:  Full Icosahedral  (Ih)
Dihedral Angle:  acos(−(5*sqrt(5)−3    
    +sqrt(2*(299+159*sqrt(5))))/58)    
≈139.89381326451 degrees
Dual Solid:  Small Snub Icosicosidodecahedron
(values below based on unit-edge-length Small Snub Icosicosidodecahedron)
Short Edge (60):  sqrt(13+7*sqrt(5)    
    −sqrt(22*(9+5*sqrt(5))))/6    
≈0.45892204842512879791
Long Edge (120):  sqrt(9+3*sqrt(5)    
    −sqrt(2*(51+23*sqrt(5))))/2    
≈0.59061476751796310766
[5]-Vertex Radius (12):  sqrt(2*(35+17*sqrt(5)    
    +2*sqrt(10*(51+23*sqrt(5)))))/12    
≈1.3795248454281867501
[3]-Vertex Radius (100):  (sqrt(3)+sqrt(15))/4    ≈1.4012585384440735447
Edge-scribed Radius:  sqrt(9+3*sqrt(5)    
    +sqrt(2*(51+23*sqrt(5))))/4    
≈1.36978795463379905346
Inscribed Radius:  sqrt(58*(103+41*sqrt(5)    
    +2*sqrt(2*(2239+1005*sqrt(5)))))/116    
≈1.2867449475606692293