  The introduction of ``small permutations'' allows us to derive Ward-Takahashi
identities for the spin-glass, in the Parisi limit of an infinite number of
steps of replica symmetry breaking. The first identities express the emergence
of a band of Goldstone modes. The next identities relate components of (the
Replica Fourier Transformed) 3-point function to overlap derivatives of the
2-point function (inverse propagator). A jump in this last function is
exhibited, when its two overlaps are crossing each other, in the special
simpler case where one of the cross-overlaps is maximal.
