Studies examining hydrologic response to climatic inputs at hillslope and small catchment scales have shown highly nonlinear runoff behavior (Beven et al., 1988; McDonnell et al., 2007; Sivapalan, 2006; Sivapalan et al., 2002). While these studies have greatly advanced our understanding of runoff generation processes, the "uniqueness of place" (Beven, 2000) inherent to isolated studies has resulted in limited transferability of some findings, making generalization across sites difficult (McDonnell et al., 2007; Scaife & Band, 2017; Sivapalan, 2006). The difficulty in generalizing some process conceptualizations has motivated a shift in focus toward emergent properties, that is, properties that cannot be predicted from individual landscape components but reflect landscape heterogeneity and process complexity (Lehmann et al., 2007; McDonnell et al., 2007). Thresholds in runoff response are one of these properties and are generally defined as critical moments in time or points in space at which runoff behavior rapidly changes (Ali et al., 2013; Phillips, 2006). For critical moments in time, thresholds are typically defined as values of one or multiple meteorological factors that trigger a nonlinear change in hydrologic response characteristics. Thresholds are assessed through the evaluation of scatter plots that compare hydrologic response metrics (y-axis) to meteorological factors (x-axis). To date, threshold-related research has mostly taken place on hillslopes and catchments in temperate or humid environments (e.g.,