Dissipative chemical reactions, which involve oscillatory variations of the concentrations of the intermediates in time, are usually characterized with complicated kinetic mechanisms. However, the essential source of the oscillations can often be reduced to only a few reaction steps providing the alternative domination of the positive and negative feedback loops. In an extreme case such a reduction leads to the so-called "minimal oscillator," the concept used in the past for the well-known Belousov-Zhabotinsky (BZ) reaction. In the present work, we construct such a minimal system for the (discovered by M. Orbán) H 2 O 2 -NaSCN-NaOH-CuSO 4 homogeneous oscillator, in which instabilities originate from kinetic mechanism substantially different from that proposed for the BZ system. The methodology involves intuitive analysis of the reaction mechanism, supported by numerical calculations and spectrophotometric measurements. We show how the actual, only three-variable model evolves from our previously elaborated: nine-and five-variable mechanisms and prove that its further reduction to two-variable one is not possible. Thus the present work is a final step in our searches for the "minimal Orbán oscillator". C 2015 Wiley Periodicals, Inc. Int J Chem Kinet 47: [795][796][797][798][799][800][801][802] 2015