We argue that the locations of poles in complex helicity are determined completely by the Regge poles in complex angular momentum. They lie at sense'' values of the helicity, m = alpha i, alpha i l, alpha i, - 2,..., relative to the angular momentum singularities at j = alpha i. Thus, through the determination of helicity singularities, singularities in angular momentum determine asymptotic limits in addition to the conventional multi-Regge limits. (auth)