Attached are the match results from a fictitious competition in which it was possible to keep track of how many points each team scored, but only the alliance scores are reported.

64 teams, numbered 1 through 64, competed.

With the exception of only one team, each team scored the exact same number of points in each match in which in competed (but not necessarily the same number of points as the other teams).

Can you identify the one “anomalous” team which did not score the same number of points in all of its matches?