Book, Paragraph

 1      I, 9 |         is taken as necessarily belonging or not belonging to B, but
 2      I, 9 |    necessarily belonging or not belonging to B, but B is taken as
 3      I, 9 |        but B is taken as simply belonging to C: for if the premisses
 4      I, 15|     minor premiss states simple belonging: but that syllogisms will
 5      I, 15|  nothing perhaps prevents "man" belonging at a particular time to
 6      I, 15|         instead of possibly not belonging, there cannot be a syllogism
 7      I, 16|         that the possibility of belonging can be inferred, since the
 8      I, 16| inferred, since the fact of not belonging is inferred. Again, let
 9      I, 19|         hypothesi is capable of belonging to all C: so once more a
10      I, 19|      for all B, and necessarily belonging to C; e.g. if C stands for "
11      I, 31|         so he assumes A of D as belonging to it. Now the true conclusion
12      I, 41|         nothing prevents B from belonging to C, though not to all
13      I, 41|        said, nothing prevents B belonging to C, and yet A not belonging
14      I, 41|   belonging to C, and yet A not belonging to all C or to any C at
15     II, 2 |          for nothing prevents A belonging to all B and to all C, though
16     II, 2 |          For nothing prevents A belonging to the whole of B and of
17     II, 2 |          For nothing prevents A belonging to no B, but to some C,
18     II, 2 |          For nothing prevents A belonging both to B and to some C,
19     II, 2 |       to B and to some C, and B belonging to some C, e.g. animal to
20     II, 2 |  something great, and beautiful belonging to something great. If then
21     II, 2 |          For nothing prevents A belonging to the whole of B and to
22     II, 2 |          For nothing prevents A belonging to some B and to some C,
23     II, 2 |          For nothing prevents A belonging to the whole of B, and not
24     II, 3 |          for nothing prevents A belonging to all B and to all C, though
25     II, 3 |          For nothing prevents A belonging to some B, but not to C
26     II, 3 |      For (5) nothing prevents A belonging to all B and to some C,
27     II, 4 |   prevents neither A nor B from belonging to any C, while A belongs
28     II, 4 |      prevents both A and B from belonging to some C while A belongs
29     II, 4 |     nothing prevents A from not belonging, and B from belonging, to
30     II, 4 |       not belonging, and B from belonging, to some C, while A does
31     II, 4 | following all C, and A from not belonging to C at all, though A belongs