“…The Q -factor of quasi-BICs maintains an inverse square relation to the asymmetric parameters under small perturbations, which arise from asymmetries induced by the structure or the permittivity (refractive index). In a series of theoretical and experimental works since then, the scalar laws of −2 ( Q ∝ α –2 ) or nearly −2 for the Q -factor of quasi-BICs excited by breaking the structural symmetry have been richly confirmed. − Nowadays, these quasi-BICs resonators with high Q -factor are used in applications such as nonlinear harmonic generations, ,,,, biosensing, , lasers, − strong coupling effects, luminescence enhancement, , optical vortex, , optical absorption, ,, and photocatalysis . However, the Q -factor of these quasi-BICs is highly sensitive to the degree of asymmetry, and the achievement of high Q -factor resonances implies that very small perturbation parameters need to be obtained, and hence, precise and reproducible control of the asymmetry is key.…”