Summary: We compute coefficients of two-derivative terms in the hydrodynamic energy momentum tensor of a viscous fluid which has an \(AdS_{D}\) dual with \(3 \leq D \leq 7\). For the case of \(D = 3\) we obtain an exact \(AdS_{3}\) black hole solution, valid to all orders in a derivative expansion, dual to a perfect fluid in \(1+1\) dimensions.