Book, Paragraph

 1      I,  3 |        few or even only two are taken. Thus by direct proof, if
 2      I,  5 |      universally, that is to be taken to mean that it is true
 3      I,  5 |     it-unless "all" means "each taken singly": if "all" means "
 4      I,  12|       number-a number or number taken indeterminately; B determinate
 5      I,  13|       of the two reciprocals is taken as the middle; for of two
 6      I,  16| inference at all. Therefore if, taken in this way, they are wholly
 7      I,  16|         all B, then if C is yet taken to be a universal attribute
 8      I,  17|         the premiss C-B must be taken affirmatively, it is clear
 9      I,  17| Similarly (ii) if the middle is taken from another series of predication;
10      I,  17|      true if (ii) the middle is taken from another series of predication,
11      I,  20|          while others cannot be taken into the argument at all:
12      I,  22|        and beyond any predicate taken as higher than another there
13      I,  32|    nevertheless, if middles are taken to prove these premisses,
14      I,  32|      means of the common axioms taken in conjunction with these
15     II,  5 |    immortal: but such a formula taken in its entirety is not definition;
16     II,  13|      term: for these attributes taken severally apply, the first
17     II,  13|      well as to the triad, but, taken collectively, to no other
18     II,  13|          Secondly, when one has taken one’s differing pair of
19     II,  13|      have been omitted: we have taken the differentia that comes
20     II,  13|         predicate. Next we have taken the differentia of the whole
21     II,  13|         that as soon as we have taken the last differentia to
22     II,  13|       is a genus, and this term taken in conjunction with its
23     II,  17|         way. If the species are taken severally, the effect is
24     II,  17|    coextensive with the species taken collectively (in this instance
25     II,  17|     extends beyond each of them taken separately.~Thus, B is the