We elaborate and update the Thomas analysis of the restrictions on the t-dependence of the NN n and NAn vertex form factors originating from deep inelastic lepton-nucleon scattering. In particular in the case of the monopole parametrization we find the derived upper bound on the monopole mass A is A <0.5 GeV.PACS" 13.75.Gx; 13.60.HbAt present there exist a significant discrepancy between different theoretical estimates of the momentum dependence of NN n and NAn vertex form factors (see e.g. [,1]) and also between the slopes of these vertices extracted from low energy and high energy phenomena (see discussion and references in the review [23). For example, the A parameter in the often 1 used monopole fits, FN~OC(l_t/A2), varies from A ~0.6 to A = 1.4 GeV. At the same time theoretical description of a number of phenomena in terms of nonrelativistic nuclear physics, such as presence of meson soup in nuclei, the EMC effect, pion condensation in superdense nuclear matter etc., crucially depends on the value of A. Some time ago Thomas [-3] has shown that the data on the sea content of the nucleon (which are derived now from various deep inelastic processes) can be used to obtain restrictions on the t dependence of FuNs(t). The idea was that too hard NN rc form factor would result in an unacceptably large nonstrange sea in the nucleon via lepton scattering off the pion field of the nucleon (Fig.