 The table of judgments, in turn, captures a fundamental part of the science of pure general logic: pure, because it is a priori, necessary, hence strictly universally true, and also without any associated sensory content; general, because it is strictly underdetermined by all objectively valid representational contents and also abstracts away from all specific or particular differences between represented objects (cf. MacFarlane 2002), and thereby “has to do with nothing but the mere form of thinking” (A54/B78); and logic because, in addition to the table of judgments, it also systematically provides categorically normative conditio sine qua non rules for the truth of judgments (i.e., the law of non-contradiction or logical consistency) and for valid inference (i.e., the law of logical consequence) (A52–55/B76–79) (9: 11–16).