We provide a series of examples of finite groups
G
G
and mod
p
p
representations
V
V
of
G
G
whose stable endomorphisms are all given by scalars such that the universal deformation ring
R
(
G
,
V
)
R(G,V)
of
V
V
is large in the sense that
R
(
G
,
V
)
/
p
R
(
G
,
V
)
R(G,V)/pR(G,V)
is isomorphic to a power series algebra in one variable.