Stabilizer type Y55
Acting group: 𝔄12
There are exactly 36 groups in this conjugacy class.
The group order is 8.
(T0,S0),
(T6,S6),
(TQ,SF),
(T7Q,S7F),
(TI,S2R) ∘ P,
(T7I,S8R) ∘ P,
(IQ,SRF) ∘ P,
(T6IQ,S7RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,SF),
(T7Q,S7F),
(T4I,S5R) ∘ P,
(T10I,S11R) ∘ P,
(T3IQ,S4RF) ∘ P,
(T9IQ,S10RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S3F),
(T7Q,S9F),
(T2,S10) ∘ P,
(T8,S4) ∘ P,
(T5Q,S11F) ∘ P,
(T11Q,S5F) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S3F),
(T7Q,S9F),
(T5,S7) ∘ P,
(T11,S) ∘ P,
(T2Q,S2F) ∘ P,
(T8Q,S8F) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S5F),
(T7Q,S11F),
(I,SR) ∘ P,
(T6I,S7R) ∘ P,
(TIQ,S6RF) ∘ P,
(T7IQ,RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S5F),
(T7Q,S11F),
(T3I,S4R) ∘ P,
(T9I,S10R) ∘ P,
(T4IQ,S9RF) ∘ P,
(T10IQ,S3RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S7F),
(T7Q,SF),
(T0,S0) ∘ P,
(T6,S6) ∘ P,
(TQ,S7F) ∘ P,
(T7Q,SF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S7F),
(T7Q,SF),
(T3,S9) ∘ P,
(T9,S3) ∘ P,
(T4Q,S4F) ∘ P,
(T10Q,S10F) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S9F),
(T7Q,S3F),
(T2I,S3R) ∘ P,
(T8I,S9R) ∘ P,
(T5IQ,S2RF) ∘ P,
(T11IQ,S8RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S9F),
(T7Q,S3F),
(T5I,S6R) ∘ P,
(T11I,R) ∘ P,
(T2IQ,S11RF) ∘ P,
(T8IQ,S5RF) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S11F),
(T7Q,S5F),
(T,S11) ∘ P,
(T7,S5) ∘ P,
(Q,F) ∘ P,
(T6Q,S6F) ∘ P.
(T0,S0),
(T6,S6),
(TQ,S11F),
(T7Q,S5F),
(T4,S8) ∘ P,
(T10,S2) ∘ P,
(T3Q,S9F) ∘ P,
(T9Q,S3F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,SF),
(T9Q,S7F),
(T,S11) ∘ P,
(T7,S5) ∘ P,
(T2Q,S2F) ∘ P,
(T8Q,S8F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,SF),
(T9Q,S7F),
(T4,S8) ∘ P,
(T10,S2) ∘ P,
(T5Q,S11F) ∘ P,
(T11Q,S5F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S3F),
(T9Q,S9F),
(I,SR) ∘ P,
(T6I,S7R) ∘ P,
(T3IQ,S4RF) ∘ P,
(T9IQ,S10RF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S3F),
(T9Q,S9F),
(T3I,S4R) ∘ P,
(T9I,S10R) ∘ P,
(IQ,SRF) ∘ P,
(T6IQ,S7RF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S5F),
(T9Q,S11F),
(T2,S10) ∘ P,
(T8,S4) ∘ P,
(TQ,S7F) ∘ P,
(T7Q,SF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S5F),
(T9Q,S11F),
(T5,S7) ∘ P,
(T11,S) ∘ P,
(T4Q,S4F) ∘ P,
(T10Q,S10F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S7F),
(T9Q,SF),
(T2I,S3R) ∘ P,
(T8I,S9R) ∘ P,
(TIQ,S6RF) ∘ P,
(T7IQ,RF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S7F),
(T9Q,SF),
(T5I,S6R) ∘ P,
(T11I,R) ∘ P,
(T4IQ,S9RF) ∘ P,
(T10IQ,S3RF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S9F),
(T9Q,S3F),
(T0,S0) ∘ P,
(T6,S6) ∘ P,
(T3Q,S9F) ∘ P,
(T9Q,S3F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S9F),
(T9Q,S3F),
(T3,S9) ∘ P,
(T9,S3) ∘ P,
(Q,F) ∘ P,
(T6Q,S6F) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S11F),
(T9Q,S5F),
(TI,S2R) ∘ P,
(T7I,S8R) ∘ P,
(T2IQ,S11RF) ∘ P,
(T8IQ,S5RF) ∘ P.
(T0,S0),
(T6,S6),
(T3Q,S11F),
(T9Q,S5F),
(T4I,S5R) ∘ P,
(T10I,S11R) ∘ P,
(T5IQ,S2RF) ∘ P,
(T11IQ,S8RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,SF),
(T11Q,S7F),
(I,SR) ∘ P,
(T6I,S7R) ∘ P,
(T5IQ,S2RF) ∘ P,
(T11IQ,S8RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,SF),
(T11Q,S7F),
(T3I,S4R) ∘ P,
(T9I,S10R) ∘ P,
(T2IQ,S11RF) ∘ P,
(T8IQ,S5RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S3F),
(T11Q,S9F),
(T,S11) ∘ P,
(T7,S5) ∘ P,
(T4Q,S4F) ∘ P,
(T10Q,S10F) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S3F),
(T11Q,S9F),
(T4,S8) ∘ P,
(T10,S2) ∘ P,
(TQ,S7F) ∘ P,
(T7Q,SF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S5F),
(T11Q,S11F),
(T2I,S3R) ∘ P,
(T8I,S9R) ∘ P,
(T3IQ,S4RF) ∘ P,
(T9IQ,S10RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S5F),
(T11Q,S11F),
(T5I,S6R) ∘ P,
(T11I,R) ∘ P,
(IQ,SRF) ∘ P,
(T6IQ,S7RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S7F),
(T11Q,SF),
(T2,S10) ∘ P,
(T8,S4) ∘ P,
(T3Q,S9F) ∘ P,
(T9Q,S3F) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S7F),
(T11Q,SF),
(T5,S7) ∘ P,
(T11,S) ∘ P,
(Q,F) ∘ P,
(T6Q,S6F) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S9F),
(T11Q,S3F),
(TI,S2R) ∘ P,
(T7I,S8R) ∘ P,
(T4IQ,S9RF) ∘ P,
(T10IQ,S3RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S9F),
(T11Q,S3F),
(T4I,S5R) ∘ P,
(T10I,S11R) ∘ P,
(TIQ,S6RF) ∘ P,
(T7IQ,RF) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S11F),
(T11Q,S5F),
(T0,S0) ∘ P,
(T6,S6) ∘ P,
(T5Q,S11F) ∘ P,
(T11Q,S5F) ∘ P.
(T0,S0),
(T6,S6),
(T5Q,S11F),
(T11Q,S5F),
(T3,S9) ∘ P,
(T9,S3) ∘ P,
(T2Q,S2F) ∘ P,
(T8Q,S8F) ∘ P.
Where
S=T=(1,2,3,4,5,6,7,8,9,10,11,12)
,
R=(6,7)(5,8)(4,9)(3,10)(2,11)(1,12)
,
I=(7)(6,8)(5,9)(4,10)(3,11)(2,12)(1)
,
F=Q=(10)(8,12)(7)(5,9)(4)(3,11)(2,6)(1)
.
Goto Database on tone rows and tropes
version 1.0