Is changing or appending data an idempotent operation?
An operation $O$ is idempotent if $O(O(x)) = O(x)$. For example, if you update record $R$ to value $T$ and then again update record $R$ to value $T$, then it's the same as if you updated only once. But if you append $T$ to record $R$ twice, it's not the same as appending only once.