The article explores how a single system can have multiple attractors, leading to multistability. By changing initial conditions, the system can switch between different attractors, showing unique behaviors in phase space. The researchers analyzed the system's Poincaré section and the formation of unstable periodic orbits. Despite not following a standard bifurcation route, the system's periodicity changes with parameters and initial conditions. They also built an electric circuit to mimic the system and demonstrated how initial conditions affect attractor transitions.