Book, Paragraph

 1      I, 25|    again B by means of F and G. Or one may be obtained
 2      I, 28|      the antecedents of E by G, and attributes which cannot
 3      I, 28|   belongs to all E. If C and G are identical, A must belong
 4      I, 28| follows C, and E follows all G. If F and D are identical,
 5      I, 28|     none of the Es. If D and G are identical, A will not
 6      I, 28|    for it will not belong to G, because it does not belong
 7      I, 28|    does not belong to D: but G falls under E: consequently
 8      I, 28|       If B is identical with G, there will be a converted
 9      I, 28|   found to be identical with G): but that A should belong
10      I, 28|    to some E, whenever C and G are apprehended to be the
11      I, 28|      is the last figure: for G becomes the middle term.
12      I, 28|    to some E, whenever D and G are identical. This is the
13      I, 28|      for A will belong to no G, and E will belong to all
14      I, 28|     and E will belong to all G. Clearly then all syllogisms
15      I, 28|      the Hs. Again, if B and G cannot belong to the same
16      I, 28|    belong to all A and to no G. Consequently B must be
17      I, 28|      For the fact that B and G cannot belong to the same
18      I, 29|     Es, and E belongs to all G, A will belong to none of
19     II, 18|   these through D, E, F, and G, one of these higher propositions
20     II, 18|     by means of D, E, F, and G. Therefore the conclusion