This paper considers supersymmetric fifth order evolution equations. Within the frame-work of symmetry approach, we give a list containing six equations, which are (potentially) in-tegrable systems. Among these equations, the most interesting ones include a supersymmetric Sawada-Kotera equation and a novel supersymmetric fifth order KdV equation. For the latter, we supply some properties such as a Hamiltonian structures and a possible recursion operator.
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