Stabilizer type X36


Acting group: Aff1(Z12) × Aff1(Z12)
There are exactly 12 groups in this conjugacy class.
The group order is 4.
(T0,S0),
(T6,S4RF),
(T3IQ,S2F),
(T9IQ,S6R).
(T0,S0),
(T6,S4RF),
(T3IQ,S2R),
(T9IQ,S10F).
(T0,S0),
(T6,S4RF),
(T3IQ,S6F),
(T9IQ,S10R).
(T0,S0),
(T6,S4RF),
(T3IQ,S6R),
(T9IQ,S2F).
(T0,S0),
(T6,S4RF),
(T3IQ,S10F),
(T9IQ,S2R).
(T0,S0),
(T6,S4RF),
(T3IQ,S10R),
(T9IQ,S6F).
(T0,S0),
(T6,S10RF),
(T3IQ,R),
(T9IQ,S2F).
(T0,S0),
(T6,S10RF),
(T3IQ,S2F),
(T9IQ,R).
(T0,S0),
(T6,S10RF),
(T3IQ,S4R),
(T9IQ,S6F).
(T0,S0),
(T6,S10RF),
(T3IQ,S6F),
(T9IQ,S4R).
(T0,S0),
(T6,S10RF),
(T3IQ,S8R),
(T9IQ,S10F).
(T0,S0),
(T6,S10RF),
(T3IQ,S10F),
(T9IQ,S8R).

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