Topological quasicharges in the Einstein theory of teleparallelism and combinatorics of particles

Riemann space with absolute parallelism is considered; the geometry is assigned by the field of n-reference points haμ. It is shown that for the localized configuration of h field it is possible to determine the topological charge - the element of homotopic group Gm πm(SOm); m=n-1. The most interesting case is considered in detail: m=6, G6=0. Though the topological charge is absent here, for configurations symmetric by k-measurements it is possible to determine the quasicharge -- the G6-k group element. It is supposed that G3, G4, G5 groups can correspond to elementary particles (quasiparticles) of photon, electron and neutrino type, respectively