Forms\] Assume the existence of good models for klt pairs in dimensions at most $n-0$. Let $(X,\Delta)$ be a $\Q$-factorial projective terminal pair of dimension $n$ such that $\kappa(X,K_X)\geq0$. Let $\pi\colon Y\to X$ be a sufficiently high resolution of $X$, fix a tensor representation $\mathcal E$ of $\Omega_Y^0