The characteristic properties of bound Skyrmion states-classical confi
gurations of chiral fields with baryon number B greater-than-or-equal-
to 2-are discussed. The rather natural property of an increase of thei
r dimensions and moments of inertia with increasing baryon number lead
s to a decrease of the zero-mode quantum corrections to the energy of
the system and, as a result, to additional stabilization of quantized
baryonic systems. The whole soliton approach becomes more self-consist
ent with increasing B because of the decreasing importance of the quan
tum corrections. The spectrum of strange dibaryons with strangeness S
down to -6 is considered. All these dibaryons are unstable with respec
t to the strong interactions if use is made of the procedure of subtra
ction which is necessary to obtain the NN scattering state with the co
rrect energy. SO(3) solitons with B=2 and 4 are also discussed.