1,737,894 rows · 100 per page · Row type: UnorientedMirrorClassRow

id RowRef<UnorientedMirrorClassRow> name string unoriented members Set<RowRef<UnorientedKnotRow>> oriented members Set<RowRef<OrientedKnotRow>> symmetry string reversible bool option positive amphichiral bool option negative amphichiral bool option
a(4_1 # 10_30)a(4_1 # 10_30){u(4_1 # 10_30), u(4_1 # m10_30)}{4_1 # 10_30, 4_1 # m10_30}Chiraltruefalsefalse
a(4_1 # 10_31)a(4_1 # 10_31){u(4_1 # 10_31), u(4_1 # m10_31)}{4_1 # 10_31, 4_1 # m10_31}Chiraltruefalsefalse
a(4_1 # 10_32)a(4_1 # 10_32){u(4_1 # 10_32), u(4_1 # m10_32)}{4_1 # 10_32, 4_1 # m10_32}Chiraltruefalsefalse
a(4_1 # 10_33)a(4_1 # 10_33){u(4_1 # 10_33)}{4_1 # 10_33}Fully amphichiraltruetruetrue
a(4_1 # 10_34)a(4_1 # 10_34){u(4_1 # 10_34), u(4_1 # m10_34)}{4_1 # 10_34, 4_1 # m10_34}Chiraltruefalsefalse
a(4_1 # 10_35)a(4_1 # 10_35){u(4_1 # 10_35), u(4_1 # m10_35)}{4_1 # 10_35, 4_1 # m10_35}Chiraltruefalsefalse
a(4_1 # 10_36)a(4_1 # 10_36){u(4_1 # 10_36), u(4_1 # m10_36)}{4_1 # 10_36, 4_1 # m10_36}Chiraltruefalsefalse
a(4_1 # 10_37)a(4_1 # 10_37){u(4_1 # 10_37)}{4_1 # 10_37}Fully amphichiraltruetruetrue
a(4_1 # 10_38)a(4_1 # 10_38){u(4_1 # 10_38), u(4_1 # m10_38)}{4_1 # 10_38, 4_1 # m10_38}Chiraltruefalsefalse
a(4_1 # 10_39)a(4_1 # 10_39){u(4_1 # 10_39), u(4_1 # m10_39)}{4_1 # 10_39, 4_1 # m10_39}Chiraltruefalsefalse
a(4_1 # 10_40)a(4_1 # 10_40){u(4_1 # 10_40), u(4_1 # m10_40)}{4_1 # 10_40, 4_1 # m10_40}Chiraltruefalsefalse
a(4_1 # 10_41)a(4_1 # 10_41){u(4_1 # 10_41), u(4_1 # m10_41)}{4_1 # 10_41, 4_1 # m10_41}Chiraltruefalsefalse
a(4_1 # 10_42)a(4_1 # 10_42){u(4_1 # 10_42), u(4_1 # m10_42)}{4_1 # 10_42, 4_1 # m10_42}Chiraltruefalsefalse
a(4_1 # 10_43)a(4_1 # 10_43){u(4_1 # 10_43)}{4_1 # 10_43}Fully amphichiraltruetruetrue
a(4_1 # 10_44)a(4_1 # 10_44){u(4_1 # 10_44), u(4_1 # m10_44)}{4_1 # 10_44, 4_1 # m10_44}Chiraltruefalsefalse
a(4_1 # 10_45)a(4_1 # 10_45){u(4_1 # 10_45)}{4_1 # 10_45}Fully amphichiraltruetruetrue
a(4_1 # 10_46)a(4_1 # 10_46){u(4_1 # 10_46), u(4_1 # m10_46)}{4_1 # 10_46, 4_1 # m10_46}Chiraltruefalsefalse
a(4_1 # 10_47)a(4_1 # 10_47){u(4_1 # 10_47), u(4_1 # m10_47)}{4_1 # 10_47, 4_1 # m10_47}Chiraltruefalsefalse
a(4_1 # 10_48)a(4_1 # 10_48){u(4_1 # 10_48), u(4_1 # m10_48)}{4_1 # 10_48, 4_1 # m10_48}Chiraltruefalsefalse
a(4_1 # 10_49)a(4_1 # 10_49){u(4_1 # 10_49), u(4_1 # m10_49)}{4_1 # 10_49, 4_1 # m10_49}Chiraltruefalsefalse
a(4_1 # 10_50)a(4_1 # 10_50){u(4_1 # 10_50), u(4_1 # m10_50)}{4_1 # 10_50, 4_1 # m10_50}Chiraltruefalsefalse
a(4_1 # 10_51)a(4_1 # 10_51){u(4_1 # 10_51), u(4_1 # m10_51)}{4_1 # 10_51, 4_1 # m10_51}Chiraltruefalsefalse
a(4_1 # 10_52)a(4_1 # 10_52){u(4_1 # 10_52), u(4_1 # m10_52)}{4_1 # 10_52, 4_1 # m10_52}Chiraltruefalsefalse
a(4_1 # 10_53)a(4_1 # 10_53){u(4_1 # 10_53), u(4_1 # m10_53)}{4_1 # 10_53, 4_1 # m10_53}Chiraltruefalsefalse
a(4_1 # 10_54)a(4_1 # 10_54){u(4_1 # 10_54), u(4_1 # m10_54)}{4_1 # 10_54, 4_1 # m10_54}Chiraltruefalsefalse
a(4_1 # 10_55)a(4_1 # 10_55){u(4_1 # 10_55), u(4_1 # m10_55)}{4_1 # 10_55, 4_1 # m10_55}Chiraltruefalsefalse
a(4_1 # 10_56)a(4_1 # 10_56){u(4_1 # 10_56), u(4_1 # m10_56)}{4_1 # 10_56, 4_1 # m10_56}Chiraltruefalsefalse
a(4_1 # 10_57)a(4_1 # 10_57){u(4_1 # 10_57), u(4_1 # m10_57)}{4_1 # 10_57, 4_1 # m10_57}Chiraltruefalsefalse
a(4_1 # 10_58)a(4_1 # 10_58){u(4_1 # 10_58), u(4_1 # m10_58)}{4_1 # 10_58, 4_1 # m10_58}Chiraltruefalsefalse
a(4_1 # 10_59)a(4_1 # 10_59){u(4_1 # 10_59), u(4_1 # m10_59)}{4_1 # 10_59, 4_1 # m10_59}Chiraltruefalsefalse
a(4_1 # 10_60)a(4_1 # 10_60){u(4_1 # 10_60), u(4_1 # m10_60)}{4_1 # 10_60, 4_1 # m10_60}Chiraltruefalsefalse
a(4_1 # 10_61)a(4_1 # 10_61){u(4_1 # 10_61), u(4_1 # m10_61)}{4_1 # 10_61, 4_1 # m10_61}Chiraltruefalsefalse
a(4_1 # 10_62)a(4_1 # 10_62){u(4_1 # 10_62), u(4_1 # m10_62)}{4_1 # 10_62, 4_1 # m10_62}Chiraltruefalsefalse
a(4_1 # 10_63)a(4_1 # 10_63){u(4_1 # 10_63), u(4_1 # m10_63)}{4_1 # 10_63, 4_1 # m10_63}Chiraltruefalsefalse
a(4_1 # 10_64)a(4_1 # 10_64){u(4_1 # 10_64), u(4_1 # m10_64)}{4_1 # 10_64, 4_1 # m10_64}Chiraltruefalsefalse
a(4_1 # 10_65)a(4_1 # 10_65){u(4_1 # 10_65), u(4_1 # m10_65)}{4_1 # 10_65, 4_1 # m10_65}Chiraltruefalsefalse
a(4_1 # 10_66)a(4_1 # 10_66){u(4_1 # 10_66), u(4_1 # m10_66)}{4_1 # 10_66, 4_1 # m10_66}Chiraltruefalsefalse
a(4_1 # 10_67)a(4_1 # 10_67){u(4_1 # 10_67), u(4_1 # m10_67)}{4_1 # 10_67, 4_1 # r10_67, 4_1 # m10_67, 4_1 # mr10_67}Chiralfalsefalsefalse
a(4_1 # 10_68)a(4_1 # 10_68){u(4_1 # 10_68), u(4_1 # m10_68)}{4_1 # 10_68, 4_1 # m10_68}Chiraltruefalsefalse
a(4_1 # 10_69)a(4_1 # 10_69){u(4_1 # 10_69), u(4_1 # m10_69)}{4_1 # 10_69, 4_1 # m10_69}Chiraltruefalsefalse
a(4_1 # 10_70)a(4_1 # 10_70){u(4_1 # 10_70), u(4_1 # m10_70)}{4_1 # 10_70, 4_1 # m10_70}Chiraltruefalsefalse
a(4_1 # 10_71)a(4_1 # 10_71){u(4_1 # 10_71), u(4_1 # m10_71)}{4_1 # 10_71, 4_1 # m10_71}Chiraltruefalsefalse
a(4_1 # 10_72)a(4_1 # 10_72){u(4_1 # 10_72), u(4_1 # m10_72)}{4_1 # 10_72, 4_1 # m10_72}Chiraltruefalsefalse
a(4_1 # 10_73)a(4_1 # 10_73){u(4_1 # 10_73), u(4_1 # m10_73)}{4_1 # 10_73, 4_1 # m10_73}Chiraltruefalsefalse
a(4_1 # 10_74)a(4_1 # 10_74){u(4_1 # 10_74), u(4_1 # m10_74)}{4_1 # 10_74, 4_1 # m10_74}Chiraltruefalsefalse
a(4_1 # 10_75)a(4_1 # 10_75){u(4_1 # 10_75), u(4_1 # m10_75)}{4_1 # 10_75, 4_1 # m10_75}Chiraltruefalsefalse
a(4_1 # 10_76)a(4_1 # 10_76){u(4_1 # 10_76), u(4_1 # m10_76)}{4_1 # 10_76, 4_1 # m10_76}Chiraltruefalsefalse
a(4_1 # 10_77)a(4_1 # 10_77){u(4_1 # 10_77), u(4_1 # m10_77)}{4_1 # 10_77, 4_1 # m10_77}Chiraltruefalsefalse
a(4_1 # 10_78)a(4_1 # 10_78){u(4_1 # 10_78), u(4_1 # m10_78)}{4_1 # 10_78, 4_1 # m10_78}Chiraltruefalsefalse
a(4_1 # 10_79)a(4_1 # 10_79){u(4_1 # 10_79)}{4_1 # 10_79, 4_1 # r10_79}Negative amphichiralfalsefalsetrue
a(4_1 # 10_80)a(4_1 # 10_80){u(4_1 # 10_80), u(4_1 # m10_80)}{4_1 # 10_80, 4_1 # r10_80, 4_1 # m10_80, 4_1 # mr10_80}Chiralfalsefalsefalse
a(4_1 # 10_81)a(4_1 # 10_81){u(4_1 # 10_81)}{4_1 # 10_81, 4_1 # r10_81}Negative amphichiralfalsefalsetrue
a(4_1 # 10_82)a(4_1 # 10_82){u(4_1 # 10_82), u(4_1 # m10_82)}{4_1 # 10_82, 4_1 # r10_82, 4_1 # m10_82, 4_1 # mr10_82}Chiralfalsefalsefalse
a(4_1 # 10_83)a(4_1 # 10_83){u(4_1 # 10_83), u(4_1 # m10_83)}{4_1 # 10_83, 4_1 # r10_83, 4_1 # m10_83, 4_1 # mr10_83}Chiralfalsefalsefalse
a(4_1 # 10_84)a(4_1 # 10_84){u(4_1 # 10_84), u(4_1 # m10_84)}{4_1 # 10_84, 4_1 # r10_84, 4_1 # m10_84, 4_1 # mr10_84}Chiralfalsefalsefalse
a(4_1 # 10_85)a(4_1 # 10_85){u(4_1 # 10_85), u(4_1 # m10_85)}{4_1 # 10_85, 4_1 # r10_85, 4_1 # m10_85, 4_1 # mr10_85}Chiralfalsefalsefalse
a(4_1 # 10_86)a(4_1 # 10_86){u(4_1 # 10_86), u(4_1 # m10_86)}{4_1 # 10_86, 4_1 # r10_86, 4_1 # m10_86, 4_1 # mr10_86}Chiralfalsefalsefalse
a(4_1 # 10_87)a(4_1 # 10_87){u(4_1 # 10_87), u(4_1 # m10_87)}{4_1 # 10_87, 4_1 # r10_87, 4_1 # m10_87, 4_1 # mr10_87}Chiralfalsefalsefalse
a(4_1 # 10_88)a(4_1 # 10_88){u(4_1 # 10_88)}{4_1 # 10_88, 4_1 # r10_88}Negative amphichiralfalsefalsetrue
a(4_1 # 10_89)a(4_1 # 10_89){u(4_1 # 10_89), u(4_1 # m10_89)}{4_1 # 10_89, 4_1 # m10_89}Chiraltruefalsefalse
a(4_1 # 10_90)a(4_1 # 10_90){u(4_1 # 10_90), u(4_1 # m10_90)}{4_1 # 10_90, 4_1 # r10_90, 4_1 # m10_90, 4_1 # mr10_90}Chiralfalsefalsefalse
a(4_1 # 10_91)a(4_1 # 10_91){u(4_1 # 10_91), u(4_1 # m10_91)}{4_1 # 10_91, 4_1 # r10_91, 4_1 # m10_91, 4_1 # mr10_91}Chiralfalsefalsefalse
a(4_1 # 10_92)a(4_1 # 10_92){u(4_1 # 10_92), u(4_1 # m10_92)}{4_1 # 10_92, 4_1 # r10_92, 4_1 # m10_92, 4_1 # mr10_92}Chiralfalsefalsefalse
a(4_1 # 10_93)a(4_1 # 10_93){u(4_1 # 10_93), u(4_1 # m10_93)}{4_1 # 10_93, 4_1 # r10_93, 4_1 # m10_93, 4_1 # mr10_93}Chiralfalsefalsefalse
a(4_1 # 10_94)a(4_1 # 10_94){u(4_1 # 10_94), u(4_1 # m10_94)}{4_1 # 10_94, 4_1 # r10_94, 4_1 # m10_94, 4_1 # mr10_94}Chiralfalsefalsefalse
a(4_1 # 10_95)a(4_1 # 10_95){u(4_1 # 10_95), u(4_1 # m10_95)}{4_1 # 10_95, 4_1 # r10_95, 4_1 # m10_95, 4_1 # mr10_95}Chiralfalsefalsefalse
a(4_1 # 10_96)a(4_1 # 10_96){u(4_1 # 10_96), u(4_1 # m10_96)}{4_1 # 10_96, 4_1 # m10_96}Chiraltruefalsefalse
a(4_1 # 10_97)a(4_1 # 10_97){u(4_1 # 10_97), u(4_1 # m10_97)}{4_1 # 10_97, 4_1 # m10_97}Chiraltruefalsefalse
a(4_1 # 10_98)a(4_1 # 10_98){u(4_1 # 10_98), u(4_1 # m10_98)}{4_1 # 10_98, 4_1 # r10_98, 4_1 # m10_98, 4_1 # mr10_98}Chiralfalsefalsefalse
a(4_1 # 10_99)a(4_1 # 10_99){u(4_1 # 10_99)}{4_1 # 10_99}Fully amphichiraltruetruetrue
a(4_1 # 10_100)a(4_1 # 10_100){u(4_1 # 10_100), u(4_1 # m10_100)}{4_1 # 10_100, 4_1 # m10_100}Chiraltruefalsefalse
a(4_1 # 10_101)a(4_1 # 10_101){u(4_1 # 10_101), u(4_1 # m10_101)}{4_1 # 10_101, 4_1 # m10_101}Chiraltruefalsefalse
a(4_1 # 10_102)a(4_1 # 10_102){u(4_1 # 10_102), u(4_1 # m10_102)}{4_1 # 10_102, 4_1 # r10_102, 4_1 # m10_102, 4_1 # mr10_102}Chiralfalsefalsefalse
a(4_1 # 10_103)a(4_1 # 10_103){u(4_1 # 10_103), u(4_1 # m10_103)}{4_1 # 10_103, 4_1 # m10_103}Chiraltruefalsefalse
a(4_1 # 10_104)a(4_1 # 10_104){u(4_1 # 10_104), u(4_1 # m10_104)}{4_1 # 10_104, 4_1 # m10_104}Chiraltruefalsefalse
a(4_1 # 10_105)a(4_1 # 10_105){u(4_1 # 10_105), u(4_1 # m10_105)}{4_1 # 10_105, 4_1 # m10_105}Chiraltruefalsefalse
a(4_1 # 10_106)a(4_1 # 10_106){u(4_1 # 10_106), u(4_1 # m10_106)}{4_1 # 10_106, 4_1 # r10_106, 4_1 # m10_106, 4_1 # mr10_106}Chiralfalsefalsefalse
a(4_1 # 10_107)a(4_1 # 10_107){u(4_1 # 10_107), u(4_1 # m10_107)}{4_1 # 10_107, 4_1 # r10_107, 4_1 # m10_107, 4_1 # mr10_107}Chiralfalsefalsefalse
a(4_1 # 10_108)a(4_1 # 10_108){u(4_1 # 10_108), u(4_1 # m10_108)}{4_1 # 10_108, 4_1 # m10_108}Chiraltruefalsefalse
a(4_1 # 10_109)a(4_1 # 10_109){u(4_1 # 10_109)}{4_1 # 10_109, 4_1 # r10_109}Negative amphichiralfalsefalsetrue
a(4_1 # 10_110)a(4_1 # 10_110){u(4_1 # 10_110), u(4_1 # m10_110)}{4_1 # 10_110, 4_1 # r10_110, 4_1 # m10_110, 4_1 # mr10_110}Chiralfalsefalsefalse
a(4_1 # 10_111)a(4_1 # 10_111){u(4_1 # 10_111), u(4_1 # m10_111)}{4_1 # 10_111, 4_1 # m10_111}Chiraltruefalsefalse
a(4_1 # 10_112)a(4_1 # 10_112){u(4_1 # 10_112), u(4_1 # m10_112)}{4_1 # 10_112, 4_1 # m10_112}Chiraltruefalsefalse
a(4_1 # 10_113)a(4_1 # 10_113){u(4_1 # 10_113), u(4_1 # m10_113)}{4_1 # 10_113, 4_1 # m10_113}Chiraltruefalsefalse
a(4_1 # 10_114)a(4_1 # 10_114){u(4_1 # 10_114), u(4_1 # m10_114)}{4_1 # 10_114, 4_1 # m10_114}Chiraltruefalsefalse
a(4_1 # 10_115)a(4_1 # 10_115){u(4_1 # 10_115)}{4_1 # 10_115, 4_1 # r10_115}Negative amphichiralfalsefalsetrue
a(4_1 # 10_116)a(4_1 # 10_116){u(4_1 # 10_116), u(4_1 # m10_116)}{4_1 # 10_116, 4_1 # m10_116}Chiraltruefalsefalse
a(4_1 # 10_117)a(4_1 # 10_117){u(4_1 # 10_117), u(4_1 # m10_117)}{4_1 # 10_117, 4_1 # r10_117, 4_1 # m10_117, 4_1 # mr10_117}Chiralfalsefalsefalse
a(4_1 # 10_118)a(4_1 # 10_118){u(4_1 # 10_118)}{4_1 # 10_118, 4_1 # r10_118}Negative amphichiralfalsefalsetrue
a(4_1 # 10_119)a(4_1 # 10_119){u(4_1 # 10_119), u(4_1 # m10_119)}{4_1 # 10_119, 4_1 # r10_119, 4_1 # m10_119, 4_1 # mr10_119}Chiralfalsefalsefalse
a(4_1 # 10_120)a(4_1 # 10_120){u(4_1 # 10_120), u(4_1 # m10_120)}{4_1 # 10_120, 4_1 # m10_120}Chiraltruefalsefalse
a(4_1 # 10_121)a(4_1 # 10_121){u(4_1 # 10_121), u(4_1 # m10_121)}{4_1 # 10_121, 4_1 # m10_121}Chiraltruefalsefalse
a(4_1 # 10_122)a(4_1 # 10_122){u(4_1 # 10_122), u(4_1 # m10_122)}{4_1 # 10_122, 4_1 # m10_122}Chiraltruefalsefalse
a(4_1 # 10_123)a(4_1 # 10_123){u(4_1 # 10_123)}{4_1 # 10_123}Fully amphichiraltruetruetrue
a(4_1 # 10_124)a(4_1 # 10_124){u(4_1 # 10_124), u(4_1 # m10_124)}{4_1 # 10_124, 4_1 # m10_124}Chiraltruefalsefalse
a(4_1 # 10_125)a(4_1 # 10_125){u(4_1 # 10_125), u(4_1 # m10_125)}{4_1 # 10_125, 4_1 # m10_125}Chiraltruefalsefalse
a(4_1 # 10_126)a(4_1 # 10_126){u(4_1 # 10_126), u(4_1 # m10_126)}{4_1 # 10_126, 4_1 # m10_126}Chiraltruefalsefalse
a(4_1 # 10_127)a(4_1 # 10_127){u(4_1 # 10_127), u(4_1 # m10_127)}{4_1 # 10_127, 4_1 # m10_127}Chiraltruefalsefalse
a(4_1 # 10_128)a(4_1 # 10_128){u(4_1 # 10_128), u(4_1 # m10_128)}{4_1 # 10_128, 4_1 # m10_128}Chiraltruefalsefalse
a(4_1 # 10_129)a(4_1 # 10_129){u(4_1 # 10_129), u(4_1 # m10_129)}{4_1 # 10_129, 4_1 # m10_129}Chiraltruefalsefalse