  We calculate the minimal attached primes of the local cohomology modules of
the binomial edge ideals of block graphs. In particular, we obtain a
combinatorial characterisation of which of these modules are non-vanishing.
  We also show that the main result of this paper follows from a recent result
of Lax, Rinaldo, and Romeo (arXiv:2405.08671, Theorem 3.2), which was published
independently during the writing of this paper. This provides a short
alternative proof of our result.
