  An exactly soluble model describing a spin S=1 antiferromagnetic chain doped
with mobile S=1/2 carriers is constructed. In its continuum limit the undoped
state is described by three gapless Majorana fermions composing the SU(2)
triplet. Doping adds to this a scalar charge field and a singlet Majorana
fermion with different velocity. We argue that this mode survives when the
Haldane gap is added.
