Let $S_{\Bbb N}$ is the countable symmetric group of all finite permutations of the naturals and $A_{\Bbb N}$ --- corresponding alternating group. To describe all maximal subgroups of its of type $S_{\Bbb N}$. Is it possible to obtain the answer from well-known answers on the same question for the finite case?

Let $S_{\Bbb N}$ be the countable symmetric group of all permutations of the naturals with finite support and $A_{\Bbb N}$ --- the corresponding alternating group. How to describe all maximal subgroups of these groups which are isomorphic to $S_{\Bbb N}$? Is it possible to obtain the answer from well-known answers on the same question for the finite case?