[NDSolve error]: Equation or list of equations expected instead of 0.0001` in the first argument {(s^\[Prime])[t]==-0.325 s[t]-1.5 i[t] s[t]-1.5 [closed]

I am trying to have 5 PDEs with 5 unknowns, with code below However, I always receive the error message that Equation or list of equations expected instead of 0.0001` in the first argument {(s^[Prime])[t]==-0.325 s[t]-1.5 i[t] s[t]-1.5 j[t] s[t],(i^[Prime])[t]==-(i[t]/14)+1.5 i[t] s[t],(j^[Prime])[t]==-(j[t]/14)+6 j[t] r[t]+6 j[t] s[t],(r^[Prime])[t]==i[t]/14-6 j[t] r[t]+0.25 s[t],(z^[Prime])[t]==j[t]/14+0.075 s[t],s[0]==0.9998,i[0]==0.0001,0.0001,r[0]==0.,0.}.

Equation or list of equations expected instead of 0.0001` in the first argument {(s^[Prime])[t]==-0.325 s[t]-1.5 i[t] s[t]-1.5 j[t] s[t],(i^[Prime])[t]==-(i[t]/14)+1.5 i[t] s[t],(j^[Prime])[t]==-(j[t]/14)+6 j[t] r[t]+6 j[t] s[t],(r^[Prime])[t]==i[t]/14-6 j[t] r[t]+0.25 s[t],(z^[Prime])[t]==j[t]/14+0.075 s[t],s[0]==0.9998,i[0]==0.0001,0.0001,r[0]==0.,0.}.

ClearAll["Global`*"] EquationS =   s'[t] == -\[Beta]1* s[t]* i[t] - \[Beta]1* s[t] *      j[t] - (1 + \[Eta]) v *s[t] EquationI1 = i'[t] == \[Beta]1* s[t]* i[t] - \[Gamma] *i[t] EquationI2 =   j'[t] == \[Beta]2*s[t]* j[t] - \[Gamma] *j[t] + \[Beta]2*r[t]*j[t] EquationR1 = r'[t] == \[Gamma] *i[t] + v *s[t] - \[Beta]2*r[t]*j[t] EquationR2 = z'[t] == \[Gamma] *j[t] + \[Eta] *v *s[t] \[Beta]1 = 1.5 \[Beta]2 = 6 \[Gamma] = 1/14 \[Eta] = 0.3 v = 0.25 solution =   NDSolve[{EquationS, EquationI1, EquationI2, EquationR1, EquationR2,     s[0] == 0.9998, i[0] == 0.0001, j[0] = 0.0001, r[0] == 0.0000,     z[0] = 0.000}, {s, i, r, j, z}, {t, 100}]