/*
L.H.Soicher presentation of 3"Suz:2.
*/

G<a,b,c,d,e,f,g,h>:=Group<a,b,c,d,e,f,g,h|
a^2,
b^2,
c^2,
d^2,
e^2,
f^2,
g^2,
h^2,
(a*b)^3,
(a,c),
(a,d),
(a,e),
(a,f),
(a,g),
(a,h),
(b*c)^3,
(b,d),
(b,e),
(b,f),
(b,g),
(b,h),
a=(c*d)^4,
(c,e),
(c,f),
(c,g),
(c,h),
(d*e)^3,
(d,f),
(d,g),
(d,h),
(e*f)^3,
(e,g),
(e,h),
(f*g)^3,
(f,h),
(g*h)^3,
(b*c*d*e)^8
>;

M1:=sub<G|a,b,c,d,e,f,g>;
M2:=sub<G|a,b,c,d,e,f>;
M3:=sub<G|a,b,c,d,e>;
M4:=sub<G|a,b,c,d>;
M5:=sub<G|a,b,c>;
M6:=sub<G|a,b>;