We analyze the distribution of stars of arbitrary mass function g(m) around a massive black hole (MBH). Unless g is strongly dominated by light stars, the steady-state distribution function approaches a power-law in specific energy x ≡ −E/mσ2 < xmax with index p = m/4M0, where E is the energy, σ the typical velocity dispersion of unbound stars, and M0 the mass averaged over mgx p max. For light...