Magnetic reconnection is a fundamental plasma process that converts magnetic energy into kinetic and thermal energy and allows for a reconfiguration of magnetic field topology. At the dayside of the Earth, magnetic reconnection intermixes the Earth's magnetic field and the interplanetary magnetic field. This interaction opens Earth's magnetospheric field lines allowing plasma to flow into the system driving the global dynamics of the Earth's magnetosphere (Dungey, 1961). In order to understand magnetic reconnection it is important to unveil the details of the process at the electron scale, where electrons decouple from the magnetic fields. This region is called electron diffusion region (EDR). In 2015 the Magnetospheric Multiscale Mission (MMS) was launched by National Aeronautics and Space Administration to investigate the electron-scale physics of the EDR (Burch, . MMS, consisting of four identical spacecraft, provides a multispacecraft view of the near-Earth space and magnetic reconnection and has sufficient temporal cadence and spatial resolution to resolve electron-scale processes.Normalized reconnection rates of ∼0.1 have been observed by in situ magnetospheric observations (Blanchard et al., 1996;Wang, Kistler, et al., 2015). Full particle in cell simulations have also shown that the local reconnection rate remains close to 0.1 (Karimabadi et al., 2011). For a review on the reconnection rate ∼0.1 problem, see Cassak et al. (2017). These observations and results inspired the study by Liu, Hesse, Guo, et al. (2017) of the stationary reconnection rate as a function of the opening angle made by the upstream magnetic fields as originally put forward by Petschek (1964). They predicted the dependence of the outflow speed and the reconnection rate on the opening angle, finding that there is an angle at which the reconnection growth rate reaches an approximate 0.2 maximum rate. Smaller angles provide smaller reconnection rates and, in particular, in the limit of very small angles the well-known Sweet-Parker result is retrieved. Liu, Hesse, Guo, et al. (2017) also verified their prediction with PIC simulations. Liu, Hesse, Cassak, et al. (2018) confirmed the same geometrical discussion holds for inflow and outflow calculation