(1/3+1/13+1/23)*(1/13+1/23+1/33)-(1/3+1/13+1/23+1/33)*(1/13+1/23)
=(1/3)*(1/13+1/23+1/33)+(1/13+1/23)*(1/13+1/23+1/33)-(1/3)*(1/13+1/23)-(1/13+1/23+1/33)*(1/13+1/23)
=(1/3)*(1/13+1/23+1/33)-(1/3)*(1/13+1/23)
=(1/3)*(1/13+1/23+1/33-1/13-1/23)
=1/3*1/33
=1/99