It is a relation of real determinations that do not have the relation of concept determinations; when they do have this relation, as it can be shown to be the case for the propositions we have called second or real definitions, such definitions are for that very reason in one respect definitions; but since their content consists at the same time of relations of real determinations, not just of the relation of universal and simple determinateness, in comparison with such a first definition they All the editions, including the critical, read Seiten,.e 'sides.'