I will explain the low-energy dynamics of the 3d N=2 supersymmetric “chiral” SU(N) gauge theory, especially focussing on the understanding of the Coulomb branch of the moduli space of vacua (known as monopole operators). By correctly taking into account these operators, one can find a “simple” 3d Seiberg duality which relates two “simple” theories. As corollaries of this, I find s-confinement phases and Seiberg N-ality. This talk is based on Nucl.Phys. B939 (2019) 507-533.