The tunneling time for nonadiabatic electron transfer reactions described within the superexchange model is estimated using a Buttiker type internal clock: the electron is taken to possess two internal spin states that are weakly coupled on the bridge. By studying the transition probability between these channels during the tunneling process the traversal time through the bridge can be estimated. Like the Buttiker-Landauer result it is linear in the bridge length, but its dependence on the barrier energy U-B approaches the Buttiker-Landauer form only in the limit of strong interstate coupling (broad band). In the "normal" superexchange (weak coupling) limit it is inversely proportional to the barrier energy.