  We calculate conductance and noise for quantum transport at the nodal point
for arbitrarily tilted and anisotropic Dirac or Weyl cones. Tilted and
anisotropic dispersions are generic in absence of certain discrete symmetries,
such as particle-hole and lattice point group symmetries. Whereas anisotropy
affects the conductance g, but leaves the Fano factor F (the ratio of shot
noise power and current) unchanged, a tilt affects both g and F. Since F is a
universal number in many other situations, this finding is remarkable. We apply
our general considerations to specific lattice models of strained graphene and
a pyrochlore Weyl semi-metal.
