This set of ODEs describes a dynamical system where a,b,c,d and e are positive real valued parameters of the system. We know at a fixed point all system dynamics are zero. Though in this special case, the set of nonlinear equations after setting all dynamics to zero, states that one of the system parameters (e) should be equal to zero wich is not the case. Does such a system (for particular this one) have a equilibrium point or this result states that it has not.