  We analyze the full counting statistics of charge transfer through a quantum
dot in the Kondo regime, when coupled to an arbitrary number of terminals N.
  At the unitary Kondo fixed point and for N>2 we recover distinct
anticorrelations of currents in concurring transport channels, which are
related to the fermionic
  Hanbury Brown and Twiss (HBT) antibunching.
  This effect weakens as one moves away from the fixed point.
  Furthermore, we identify a special class of current correlations that are due
entirely to the virtual polarization of the Kondo singlet.
  These can be used for extracting information on the parameters of the
underlying Fermi-liquid model.
