$adidat diff1=1.0d0,                  !Diffusion constant for eq. 1
         diff2=1.0d0,                  !Diffusion constant for eq. 2
         par_a=1.5d0,                  !Parameter a in non linear term
         par_b=0.05d0,                  !Parameter b in non linear term 
         par_c=5.0d0,                  !Parameter c in non linear term
         xdom=2.0d3,                   !Domain size in x direction
         ydom=2.0d3,                   !Domain size in y direction
         tstart=0.0d0,                 !Starting time step
         tfinal=4.0d3,                 !Ending time step
	 ht0=0.5d0,                    !Size of time step
         htmax=5.0d0,                  !Maximum length of time step
         tslice=3.0d3,                 !Output time slice for solution file
         tdrop=1.0d2,                  !Output time for drop file
         tscale=1.0d0,                 !Min^{-1} time scale
         tss=1.0d9,                    !Steady state solution check
         filename1='eve_16.stat',      !Stat file
         filename2='eve_16.soln',      !Solution file
         filename3='eve_16.drop',      !Drop file
         dynflg=.true.,                !sert to true to start
         ellflg=.false.,               !Set to true to use elliptic solver
         nointflg=.false.,             !Set to true to skip integrator
         outflg=.false.,               !Set to false to start
         restart=.false.,              !Set to true if starting from drop file
         varstp=.false.,               !Set to true for variable time step
         perturb=.true.,               !Set to true to perturb travelling wave
         ic=2,                         !Initial conditions: 
         px=1500,                       !  1 - cylinder  px=py=my=mx
         mx=1,                       !  2 - 1D wave   px=py=1, mx=nx my=?
         py=100,                       !
         my=1,
         ic1=0.0d0,                    !Predator density in front of wave
         ic2=0.8d0,                    !Prey density in front of wave
         per1=0.4d0,                   !Predator density behind wave
         per2=0.6d0,                   !Prey density behind wave
         per3=10,                       !Dimension of perturbation
         v_samp=3,                      !Subsampling for gridview
         title='Pred-Prey eq3; A=1.5,B=.05,C=5.0; Domain=2000 Eve-R16'
 $end