How to find equilibrium points of a system of 6 nonlinear ODE??

Hello all,

I have a project with a system of 6 non linear ordinary differential equations. I had done it manually but this project require me to compile the solution with Mathlab solution. But i cant figure it out the command..This is the command i've used but i'm just getting an empty set as the answer. the system is:

eqn1=F*m*O-(a+b)*T

eqn2=b*T-(c+d*L+e)*L

eqn3=e*L-(f+g)*P

eqn4=g*P+m*O-(h+i)*N

eqn5=i*N-(j+k)*M

eqn6=k*M-(l+m)*O

The command i've used is:

>>syms T L P N M O a b c d e f g h i j k l m n F

>>eqn1=[F*m*O-(a+b)*T==0]

>>eqn2=[b*T-(c+d*L+e)*L==0]

>>eqn3=[e*L-(f+g)*P==0]

>>eqn4=[g*P+m*O-(h+i)*N==0]

>>eqn5=[i*N-(j+k)*M==0]

>>eqn6=[k*M-(l+m)*O==0]

>>[T L P N M O]=solve(eqn1,eqn2,eqn3,eqn4,eqn5,eqn6,'T,L,P,N,M,O')

but still i'm just getting empty set as the answer.. Help me please... Thank you for the respond