  We present results from the simulation of a two-coupling spin-1 model with
states 0,+1,-1 and nearest neighbour interaction. By a suitable choice of
couplings we are able to drastically reduce the effects of corrections to
scaling. Our estimates for the critical exponents are nu= 0.6299(3) and eta =
0.0359(10). For the Binder cumulant related universal ratio we obtain Q=
0.6240(2). The universal ratio of partition functions with
antiperiodic/periodic boundary conditions, respectively, is Z_a/Z_p =
0.5425(2).
