A presentation-dependent highest term is not an invariant

In one relative variable $q$,

Indeed, its value on a test $\psi$ is $-{\partial }_q(q\psi )(0)+\psi (0)=0$. Thus a degree-one presentation and a degree-zero presentation can reconstruct opposite nonzero terms.

No leading counterterm, anomaly, or normalization space may be counted from presentation degree alone. The full reconstructed null relations must be respected. This local control does not construct the separate XIV characteristic graph CheungXIVI,CheungXIVJ,CheungXVB.