 Egg, Lam, and Oldofredi (2017) argue that the main disagreement between Doreen Fraser and David Wallace is over the very definition of QFT. Fraser takes QFT to be the union of quantum theory and special relativity. If QFT = QM + SR as Fraser maintains, then LQFT fails to satisfy that criterion since it employs cutoffs which violate Poincaré covariance. For Wallace, the violation of QFT Poincaré covariance is not as worrisome. QFT is not a truly fundamental theory since gravity is absent. Wallace is more interested in what QFT’s approximate truth tells us about the world. LQFT gives us an effective ontology. The renormalization group tell us that QFT cannot be trusted in the high energy regimes where quantum gravity can be expected to apply, i.e., the Planckian length scale where gravitational effects cannot be ignored. The violation of Poincaré covariance via cutoffs may not amount to much if the fundamental quantum theory of gravity imposes some real cutoff, according to Wallace. There are, however, other options to consider.