Hyperbolic

The 25 nets with a degree-7 vertex: no Euclidean realization (a 7-fold vertex needs corner angle α ≤ 360/7 < 60), realized instead as equilateral hyperbolic solids at α = 360/7, shown in the Klein model (blue). All are named solids in their neoplatonic reading.

v25CCCACCCACCACCCACCAACCACACDECC…ADEBCAAE v=25 · j18
v26CCCACCCACCACCCACCACCAACCAACAA…ACAABDEE v=26 · j29
v26CCCACCCACCACCCACCACCACCDECCAC…CDEDBEBE v=26 · j28
v30CCCACCCACCACCCACCACCCAACAACCA…ADECADEE v=30 · j36
v30CCCACCCACCACCCACCACCCAACAACCA…CDEAADEE v=30 · j35
v32CCCACCCACCACCCACCACCAACCAACAA…AADECAAE v=32 · j31
v32CCCACCCACCACCCACCACCACCDECCAC…ACAAAABE v=32 · j30
v34CCCACCCACCACCCACCACCACCACACCA…ACADEBBE v=34 · j45
v37CCCACCCACCACCCACCACCACACACACA…ADECAAAE v=37 · j32
v37CCCACCCACCACCCACCACCACCAACCAC…CDEDEAAE v=37 · j33
v42CCCACCCACCACCCACCACCACCACACCA…ECAAADEE v=42 · j46
v42CCCACCCCACCCACCCACCAACCCAACCA…BAACADEE v=42 · j37
v42CCCACCCCACCCACCCACCAACCCAACCA…EEDEBDEE v=42 · rhombicuboctahedron
v47CCCACCCACCACCCACCACCACCACACCA…CAADEDEE v=47 · j47
v52CCCACCCCACCCACCCACCAACCCAACCA…DEEABDEE v=52 · j38
v52CCCACCCCACCCACCCACCAACCCAACCA…BBECAABE v=52 · j39
v57CCCACCCCACCCACCCACCAACCCAACCA…DEADEABE v=57 · j41
v57CCCACCCCACCCACCCACCAACCCAACCA…DECADEAE v=57 · j40
v62CCCACCCCACCCACCCACCAACCCACACA…DEBCAAAE v=62 · j42
v62CCCACCCCACCCACCCACCAACCCACACA…AEDEBDEE v=62 · j43
v102CCCACCCCACCCACCCACCAACCCACAC…CAABCAAE v=102 · j75
v102CCCACCCCACCCACCCACCAACCCACAC…CAABDEBE v=102 · j74
v102CCCACCCCACCCACCCACCAACCCACAC…DBEDEBAE v=102 · j73
v102CCCACCCCACCCACCCACCAACCCACAC…CAABDEBE v=102 · j72
v102CCCACCCCACCCACCCACCACACCCAAC…EEDEBDEE v=102 · rhombicosidodecahedron