z的11次方加z的7次方加z3次方=(z^11+z^10+z^9)-(z^10+z^9+z^8)+(z^8+z^7+z^6)-(z^6+z^5+z^4)+(z^5+z^4+z^3)
=(z^9)(z^2+z+1)-(z^8)(z^2+z+1)+(z^6)(z^2+z+1)-(z^4)(z^2+z+1)+(z^3)(z^2+z+1)=0
z的11次方加z的7次方加z3次方=(z^11+z^10+z^9)-(z^10+z^9+z^8)+(z^8+z^7+z^6)-(z^6+z^5+z^4)+(z^5+z^4+z^3)
=(z^9)(z^2+z+1)-(z^8)(z^2+z+1)+(z^6)(z^2+z+1)-(z^4)(z^2+z+1)+(z^3)(z^2+z+1)=0