This study explores the mass spectra of fully strange tetra-quarks ( \(ss\bar{s}\bar{s}\) ) using Regge Phenomenology, treating these tetraquarks as diquark-antidiquark pairs. A quasi-linear Regge trajectory ansatz is employed in the \((J, M^2)\) plane, where J denotes the total angular momentum, and M represents the mass. By concentrating solely on strange quarks, we establish relations for the intercepts and slope ratios of Regge trajectories, facilitating the prediction of ground and excited state masses. This methodology provides insights into the properties of fully strange tetraquarks in terms of angular momentum and mass, shedding light on the structure and dynamics of exotic hadrons in the strange quark sector. The results enhance the understanding of multi-quark states and offer a framework for interpreting potential resonance states observed in experimental data.