  Let p be a prime. Let FpSp be the group algebra of the symmetric group over
the finite field Fp with |Fp|=p$. Let Fp be the trivial FpSp-module. We present
a projective resolution PRes Fp of the module Fp and equip the Yoneda algebra
Ext(Fp,Fp) with an A(oo)-structure such that Ext(Fp,Fp) becomes a minimal model
of the dg-algebra Hom(PRes Fp, PRes Fp).
