Book, Paragraph

 1      I, 5 |        have seen) not possible, clearly it will not be possible
 2      I, 6 |    possible, as has been shown. Clearly then no syllogism will be
 3      I, 7 |        in the second figure are clearly made perfect by these, though
 4      I, 15|        A is possible for all B, clearly it is possible for all C
 5      I, 15|       that any man should move. Clearly then the conclusion establishes
 6      I, 15|   relation, white-animal-pitch. Clearly then if the terms are universal,
 7      I, 16|      premisses are affirmative, clearly the conclusion which follows
 8      I, 16|      may be used for all cases.~Clearly then from what has been
 9      I, 17|         through the same terms. Clearly then, if both the premisses
10      I, 19| necessarily belongs to no swan; Clearly then we cannot draw a problematic
11      I, 19|        that is awake is animal. Clearly then the conclusion cannot
12      I, 19|    there cannot be a syllogism. Clearly the conclusion cannot be
13      I, 28|         E will belong to all G. Clearly then all syllogisms proceed
14      I, 29|       belong to none of the Es. Clearly then we must consider the
15      I, 32|     determined in the same way. Clearly then, if the same term is
16      I, 32|        particular is described, clearly we must not look for all
17      I, 38|        B for being, C for good. Clearly then in syllogisms which
18      I, 42|        another through another. Clearly then we must analyse arguments
19      I, 44|        to consider and mark out clearly. We shall describe in the
20      I, 46|         if it is not a negation clearly it must in a sense be an
21     II, 1 |     then D is subordinate to C, clearly B does not belong to it.
22     II, 5 |    premiss can be demonstrated. Clearly it is impossible to demonstrate
23     II, 11|      does not belong to some B. Clearly then we must suppose the
24     II, 24|       by several similar cases. Clearly then to argue by example
25     II, 25|         in which the first term clearly belongs to the middle, but