Asymptotics of the pion electromagnetic form factor in a new phase representation

A new form is obtained for the phase representation of the pion form-factor assuming polynominal boundedness of the latter. Besides the phase of the form-factor, the representation includes explicitly the values of the form-factor in N real points not belonging to the cut. Additional conditions on the phase of the form-factor are found which guarantee the decreasing asymptotics of the form F(z)=O(z-1)