  We give an example of how conformal field theory methods in worldvolumes of
dimension d > 2 could be used to calculate string-like amplitudes. The
worldvolume propagator's logarithmic behavior is based on the use of
worldvolume superspace (rather than the worldvolume ghost coordinates of a
previous paper). Massless states have maximum spin d. Unitarity is not studied.
  We also touch on some related topics for ordinary spinning strings:
calculating closed-string trees in worldsheet superspace, and
zeroth-quantization of OSp(1|2) with zero-mode ghosts only.
