Title: Intersection of conjugate solvable subgroups in symmetric groups,
Abstract: It is shown that for a solvable subgroup $G$ of an almost simple group $S$
which socle is isomorphic to $A_n$ $ (n\ge5)$ there are $x,y,z,t \in S$ such
that $G \cap G^x \cap G^y \cap G^z \cap G^t =1.$