Book, Paragraph

 1      I,  1 |            are essential. Thus, we assume that every predicate can
 2      I,  10|            the attributes. Thus we assume the meaning alike of unity,
 3      I,  10|     regards unity and magnitude we assume also the fact of their existence,
 4      I,  10|       number); or we might omit to assume expressly the meaning of
 5      I,  16|             in fact it is false to assume that that which is an attribute
 6      I,  19|           hypotheses of syllogism. Assume them as they have been stated,
 7      I,  21|     negative demonstration. Let us assume that we cannot proceed to
 8      I,  22|    predicate and subject.~We shall assume, then, that the predicate
 9      I,  22|           place or at some time.~I assume first that predication implies
10      I,  22|      predicated of one another. We assume this because such predicates
11      I,  25|       shown as follows.~(1) We may assume the superiority ceteris
12      I,  26|            inhere in B, we have to assume that it does inhere, and
13      I,  33|            animal, that is, we may assume, may be other than animal.~
14     II,  3 | demonstrations evidently posit and assume the essential nature-mathematical
15     II,  5 |           if all the attributes we assume are constituents of the
16     II,  13|          use at all, but rather to assume everything at the start
17     II,  13|  constituted, then the elements we assume have necessarily been reached