# Ia-3

Number206
Symmetry Classcubic
ChiralN

# s-nets

78 records listed.
Image s-net name Other names Space group Space group number Symmetry class Vertex degree(s) Vertices per primitive unit cell Transitivity (Vertex, Edge)
sqc1649 Ia-3 206 cubic {8} 4 (1,2)
sqc2181 gsi Ia-3 206 cubic {4} 8 (1,2)
sqc8548 Ia-3 206 cubic {12,6} 8 (2,2)
sqc9266 pcu-g Ia-3 206 cubic {3} 24 (1,2)
sqc11017 Ia-3 206 cubic {6,6} 16 (2,2)
sqc11082 Ia-3 206 cubic {6,3} 28 (2,2)
sqc12055 Ia-3 206 cubic {12,3} 28 (2,3)
sqc12167 Ia-3 206 cubic {4,6} 28 (2,3)
sqc12650 Ia-3 206 cubic {12,4} 28 (2,3)
sqc12653 Ia-3 206 cubic {12,3,6} 32 (3,3)
sqc12706 Ia-3 206 cubic {6,5} 28 (2,3)
sqc12709 Ia-3 206 cubic {4,6,6} 32 (3,3)
sqc12751 Ia-3 206 cubic {3,6} 36 (2,3)
sqc12769 Ia-3 206 cubic {3,4,6} 40 (3,3)
sqc12819 pcu-g-e Ia-3 206 cubic {4,4} 36 (2,3)
sqc12864 Ia-3 206 cubic {4,3,6} 40 (3,3)
sqc13023 Ia-3 206 cubic {12,4,6} 32 (3,4)
sqc13028 Ia-3 206 cubic {18,4} 28 (2,4)
sqc13029 Ia-3 206 cubic {18,3,6} 32 (3,4)
sqc13039 Ia-3 206 cubic {5,12} 28 (2,4)
sqc13050 Ia-3 206 cubic {4,12,6} 32 (3,4)
sqc13120 Ia-3 206 cubic {3,3,6} 52 (3,4)
sqc13124 Ia-3 206 cubic {3,3,6} 52 (3,4)
sqc13153 Ia-3 206 cubic {3,4} 48 (2,4)
sqc13183 Ia-3 206 cubic {4,3} 48 (2,4)
sqc13194 Ia-3 206 cubic {3,4} 48 (2,4)
sqc13286 Ia-3 206 cubic {3,18,12} 32 (3,4)
sqc13301 Ia-3 206 cubic {3,6,12} 40 (3,4)
sqc13311 Ia-3 206 cubic {12,3,3} 52 (3,4)
sqc13343 Ia-3 206 cubic {4,8} 36 (2,4)
sqc13378 Ia-3 206 cubic {6,4,4,6} 44 (4,4)
sqc13413 Ia-3 206 cubic {6,3,6,6} 44 (4,4)
sqc13441 Ia-3 206 cubic {6,3,3,6} 56 (4,4)
sqc13466 Ia-3 206 cubic {3,5} 48 (2,4)
sqc13492 Ia-3 206 cubic {4,4} 48 (2,4)
sqc13503 Ia-3 206 cubic {4,3,3} 60 (3,4)
sqc13595 Ia-3 206 cubic {24,3,12} 32 (3,5)
sqc13598 Ia-3 206 cubic {12,3,3,6} 56 (4,5)
sqc13599 Ia-3 206 cubic {4,18,12} 32 (3,5)
sqc13602 Ia-3 206 cubic {18,3,3} 52 (3,5)
sqc13620 Ia-3 206 cubic {4,3,12} 52 (3,5)
sqc13660 Ia-3 206 cubic {3,6} 48 (2,5)
sqc13682 Ia-3 206 cubic {3,4,6,6} 56 (4,5)
sqc13684 Ia-3 206 cubic {4,3,6,6} 56 (4,5)
sqc13690 Ia-3 206 cubic {4,3,6,6} 56 (4,5)
sqc13706 Ia-3 206 cubic {5,4} 48 (2,5)
sqc13719 Ia-3 206 cubic {5,4} 48 (2,5)
sqc13727 Ia-3 206 cubic {5,4} 48 (2,5)
sqc13762 Ia-3 206 cubic {3,3,3} 72 (3,5)
sqc13768 Ia-3 206 cubic {3,3,3} 72 (3,5)
sqc13808 Ia-3 206 cubic {6,4,18,4} 44 (4,5)
sqc13817 Ia-3 206 cubic {6,4,6,12} 44 (4,5)
sqc13821 Ia-3 206 cubic {12,4,4} 52 (3,5)
sqc13826 Ia-3 206 cubic {6,4,3,12} 56 (4,5)
sqc13838 Ia-3 206 cubic {6,8,3,12} 44 (4,5)
sqc13847 Ia-3 206 cubic {3,3,4,12} 64 (4,5)
sqc13878 Ia-3 206 cubic {8,3,3} 60 (3,5)
sqc13909 Ia-3 206 cubic {4,6} 48 (2,5)
sqc13937 Ia-3 206 cubic {6,3,3,4,6} 68 (5,5)
sqc13977 Ia-3 206 cubic {4,3,3} 72 (3,5)
sqc14010 Ia-3 206 cubic {4,3,3} 72 (3,5)
sqc14017 Ia-3 206 cubic {4,3,3} 72 (3,5)
sqc14042 Ia-3 206 cubic {12,4,3,12} 56 (4,6)
sqc14043 Ia-3 206 cubic {4,3,12,12} 56 (4,6)
sqc14052 Ia-3 206 cubic {4,4,12,6} 56 (4,6)
sqc14109 Ia-3 206 cubic {5,3,3} 72 (3,6)
sqc14122 Ia-3 206 cubic {5,3,3} 72 (3,6)
sqc14128 Ia-3 206 cubic {3,4,4} 72 (3,6)
sqc14156 Ia-3 206 cubic {4,4,24,12} 44 (4,6)
sqc14166 Ia-3 206 cubic {6,4,4,3,12} 68 (5,6)
sqc14175 Ia-3 206 cubic {6,4,3,12,4} 68 (5,6)
sqc14178 Ia-3 206 cubic {6,4,3,4,12} 68 (5,6)
sqc14226 Ia-3 206 cubic {6,3,3} 72 (3,6)
sqc14274 Ia-3 206 cubic {4,4,4} 72 (3,6)
sqc14276 Ia-3 206 cubic {4,4,4} 72 (3,6)
sqc14295 Ia-3 206 cubic {3,3,3,3} 96 (4,6)
sqc14349 Ia-3 206 cubic {12,4,4,4,12} 68 (5,7)
sqc14383 Ia-3 206 cubic {3,3,4,4} 96 (4,7)