For $X$ a GKM variety with an action of a torus $T$ whose character ring is $R$, a $T$-equivariant $K$-class $C \in K_T^0(X)$ of is encoded by its image in $K_T^0(X^T) = \prod_{x\in X^T} R$, under the injective restriction map $K_T^0(X) \to K_T^0(X^T)$. See [Corollary 5.12; VV03] or [Corollary A.5; RK03] for details.
A KClass C is a HashTable consisting of two keys: