Book, Paragraph

 1      I,  1 |   admission of the fact must be assumed, in others comprehension
 2      I,  10|      the meaning of the name is assumed. The fact of their existence
 3      I,  10|      the primary truths must be assumed; but it has to be proved
 4      I,  10|     meaning of the subjects are assumed by these sciences; but of
 5      I,  10|  attributes only the meaning is assumed. For example arithmetic
 6      I,  10|      known and so not expressly assumed. Nevertheless in the nature
 7      I,  10|         is capable of proof but assumed by the teacher without proof
 8      I,  10|      opinion, demonstrable, but assumed and used without demonstration.~
 9      I,  16|     both C and B, if it be then assumed that no C is and all B is
10      I,  16|        but if C be nevertheless assumed to be a universal attribute
11      I,  16|        either; and if it be yet assumed that C is universally non-attributable
12      I,  16|       If then C is nevertheless assumed to be an attribute of all
13      I,  17|         of both A and B, but is assumed to be an attribute of A
14      I,  17|         false: or again if C be assumed to be attributable to B
15      I,  21|   prosyllogism. But since it is assumed that the series of descending
16      I,  26|          If these premisses are assumed, therefore, the negative
17     II,  4 |          as our recent argument assumed, impossible.~We might argue
18     II,  4 |        assuming B one will have assumed, before drawing the conclusion,
19     II,  6 |     definable form is once more assumed in this minor premiss too?~
20     II,  6 |         definable form which we assumed. Hence syllogistic inference
21     II,  6 |       because definable form is assumed as a premiss, and as a premiss
22     II,  9 |      also what they are must be assumed or revealed in some other
23     II,  12| immediate basic premiss must be assumed. And in the world of fact
24     II,  12|      the universal. But we have assumed a connexion which is a general
25     II,  13|         if the primary genus is assumed and we then take one of
26     II,  13| differing pair of opposites and assumed that the two sides exhaust
27     II,  13|   achieved if the right term is assumed as primary, and this will
28     II,  13|        be one such term. Having assumed this we at once proceed