(w-5)(w-7)(w-8)[-(w-2)(w-3)(w-4)w-6)110/7!+(w-1)(w-3)(w-4)(w-6)20/6!-(w-1)(w-2)(w-4)(w-6)12/(2!5!)+(w-1)(w-2)(w-3)(w-6)/(3!4!)-(w-1)(w-2)(w-3)(w-4)6/(5!2!)]=P(w)
P(1)=20,P(2)=20,...P(8)=0.