The article describes a hidden chaotic system with no balance point. By using MATLAB R2018, the researchers analyzed the system using various methods like Lyapunov exponent, bifurcation diagram, and Poincaré map. They discovered seven different attractors by adjusting system parameters, including coexisting attractors and controllable chaotic behavior. The system also showed hyperchaotic and transitional behaviors. The Spectral Entropy algorithm helped identify the system's state based on its values. The researchers physically implemented the system to confirm its feasibility.