  A new approach to problem of glueball search is presented. It refers to early
J. Rosner's attempts to detect the tensor glueball. In the present description
the glueball state is treated on equal footing with singlet $q\bar{q}$ one.
Mixing glueball with $q\bar{q}$ nonet creates decuplet. Glueball can be
detected as its component. Our approach is based on hypothesis of vanishing
exotic commutators described as VEC model. The model describes all multiplets
of light mesons. This makes possible to compare the mass patterns of different
multiplets. According to VEC description some abnormal nonets can be
interpreted as incomplete decuplets. This makes possible to relate the anomaly
of the nonet to a glueball component of decuplet. The model reflects rich
diversity of strong interaction properties. The treatment presented is quite
elementary: only masses of physical states are required to be known.
