One of the applications of perturbative CFT data is the improvement of efficiency of numerical conformal bootstrap searches. In recent years, a lot of effort was dedicated to computing anomalous dimensions to high orders in perturbation theory, while the OPE coefficients beyond the first few orders remained largely unexplored. In this group meeting I will discuss our on-going work with Chia-Hsien, Jasper and Ludvig, in which we use large momentum expansion and EFT matching to extract the OPE data in an efficient way. As an example, we will focus on Wilson-Fisher phi^4 theory in d=4-2 epsilon dimensions.