A "quasidynamicar" model of earthquake focus with the maximum constant value of a displacement discontinuity is considered with the purpose to search for the model parameters knowing the values of some "observables". The collection of systems of nonlinear algebraic equations for the parameters is built up. Inasmuch as the analytic form of systems is known, the mapping of the set of parameters on the set of "observables" is determined. The images of regions in the space of parameters ("maps of mappings") allow one to visualize the information about the number of possible solutions of the system as a function of a point in the space of "observables". The "maps" can be used as the element of a computer-based processing system of seismic records.

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