Self-Intersecting Quasi-Quasi-Regular Duals

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Small Dodecacronic Hexecontahedron
Vertices:  44  (20[3] + 12[5] + 12[10])
Faces:60  (darts)
Edges:120  (60 short + 60 long)
Symmetry:  Full Icosahedral  (Ih)
Dihedral Angle:  acos(−(19+8*sqrt(5))/41)    ≈154.121363126 degrees
Dual Solid:  Small Dodecicosidodecahedron
(values below based on unit-edge-length Small Dodecicosidodecahedron)
Short Edge (60):  2*sqrt(65+19*sqrt(5))/11    ≈1.8850020634620181380
Long Edge (60):  2*sqrt(2*(5+2*sqrt(5)))/3    ≈2.9016678659770953481
Dart Length:  sqrt(10*(157+31*sqrt(5)))/33    ≈1.44160311266941938547
Dart Width:  sqrt(5)−1    ≈3.2360679774997896964
[3]-Vertex Radius (20):  (5*sqrt(3)+4*sqrt(15))/11    ≈2.1956534020612776371
[5]-Vertex Radius (12):  sqrt(5*(5+2*sqrt(5)))/3    ≈2.2939698674519558970
[10]-Vertex Radius (12):  sqrt(5+2*sqrt(5))    ≈3.0776835371752534026
Edge-scribed Radius:  sqrt(2*(5+2*sqrt(5)))/2    ≈2.1762508994828215111
Inscribed Radius:  sqrt(205*(19+8*sqrt(5)))/41    ≈2.12099101951843341751