 In the second case, where the major is categorical and the minor disjunctive, the major consists in fact of multiple categoricals, which must be as many in number as the parts of the disjunction (to ensure a proper connection). Every categorical and every disjunct are connected by a term; and all the parts of the disjunction share a  term.[24]  This yields two basic sub-cases, each arranged in figures. A schema from the first figure associated with the notion of a complete induction is “Every C and H and Z is A; every B is either C or H or Z; therefore every B is A”. It is illustrated by the example 