Hamilton paths in vertex-transitive graphs of order 10p10p

It is shown that every connected vertex-transitive graph of order 10p10p, p≠7p≠7 a prime, which is not isomorphic to a quasiprimitive graph arising from the action of PSL(2,k) on cosets of Zk⋊Z(k−1)/10Zk⋊Z(k−1)/10, contains a Hamilton path.