No, the definition of an anomaly is a result that deviates from the norm, and we do not have data to tell us what the norm is. You need a large sample set to start finding outliers/anomalies. Sure, we have some people saying everyone rode, others saying multiple people were pulled off. We have nowhere near enough data to call something the norm, which is my point. In all likelihood, the norm is not going to be anywhere near 20%, but you absolutely can not state that at this point, which is why I said it would be real interesting if somebody staked out a spot at the exit for a few hours to try and get a more representative sample size.