Book, Paragraph

 1      I,  2 |          be known-we cannot know, e.g. that the diagonal of a square
 2      I,  2 |       firmly than that attribute; e.g. the cause of our loving
 3      I,  4 |           this or that time only; e.g. if animal is truly predicable
 4      I,  4 |          in its essential nature (e.g. line thus belongs to triangle,
 5      I,  4 |       accidents or "coincidents"; e.g. musical or white is a "coincident"
 6      I,  4 |        subject other than itself: e.g. "the walking [thing]" walks
 7      I,  4 |         predication is essential; e.g. if a beast dies when its
 8      I,  4 |       must inhere in the subject; e.g. in line must be either straightness
 9      I,  4 |   privative or its contradictory; e.g. within number what is not
10      I,  4 |           as such, are identical. E.g. point and straight belong
11      I,  4 |         be shown to belong. Thus, e.g. (1) the equality of its
12      I,  7 |          subordinate to superior (e.g. as optical theorems to geometry
13      I,  9 |           subject-unless we know, e.g. the property of possessing
14      I,  10|    question.~Peculiar truths are, e.g. the definitions of line
15      I,  10|         of which it investigates, e.g. in arithmetic units, in
16      I,  10|           some of these elements; e.g. we might not expressly posit
17      I,  12|   premisses from another science; e.g. in a geometrical controversy
18      I,  12|   ambiguity may escape detection. E.g. "Is every circle a figure?"
19      I,  12|           of fresh extreme terms. E.g. A is predicated of B, B
20      I,  12|         expansion may be lateral: e.g. one major A, may be proved
21      I,  13|        causes the inherence of y; e.g. if the disproportion of
22      I,  13|        bear almost the same name; e.g. mathematical and nautical
23      I,  13|          enter into it at points; e.g. medicine and geometry: it
24      I,  14|       have a universal character: e.g. man is not two-footed animal
25      I,  16|         both premisses are false; e.g. supposing A atomically connected
26      I,  16|        may be true and A-C false; e.g. if both C and A contain
27      I,  16|  premisses being partially false; e.g. if actually some A is C
28      I,  17|    another series of predication; e.g. suppose D to be not only
29      I,  17|        posited both become false: e.g. suppose that actually all
30      I,  17|         no D, whereas all B is D, e.g. no science is animal, all
31      I,  22|       accidental or coincidental; e.g. white is a coincident of
32      I,  22|          form an infinite series; e.g. neither the series, man
33      I,  23|         inherence is in question; e.g. to prove through a middle
34      I,  24|           through something else; e.g. we know Coriscus the musician
35      I,  24|          that something else is x—e.g. in attempting to prove that
36      I,  29|         immediately cohering term e.g. by taking C, D, and F severally
37      I,  32|       another and cannot coexist, e.g. "justice is injustice",
38      I,  32|    another sense, and it is said, e.g. "these and no other are
39      I,  33|           is the apprehension of, e.g. the attribute "animal" as
40      I,  33|      simultaneously apprehending, e.g. (1) that man is essentially
41     II,  1 |      otherwise qualified-whether, e.g. the sun suffers eclipse
42     II,  1 |         opposed to "is or is not [e.g.] white".) On the other hand,
43     II,  2 | qualification I mean the subject, e.g. moon or earth or sun or
44     II,  2 |         sense) I mean a property, e.g. eclipse, equality or inequality,
45     II,  2 |           not a "middle" causing, e.g. an eclipse. On the other
46     II,  3 |           some are not universal; e.g. all in the second figure
47     II,  3 |       first figure are definable, e.g. "every triangle has its
48     II,  3 | predicated of another; we do not, e.g. predicate animal of biped
49     II,  10|          in this sense tells you, e.g. the meaning of the phrase "
50     II,  11|         cause is the final cause. E.g. why does one take a walk
51     II,  12|        form an immediate premiss; e.g. we argue that, since C has
52     II,  13|      first infimae species-number e.g. into triad and dyad-and
53     II,  13|         whole into this division: e.g. it is not all animal which
54     II,  13|        subaltern genus of animal; e.g. the primary differentiation
55     II,  13|         pointing out that animal, e.g. is divisible exhaustively
56     II,  13|        such, they have in common; e.g. if Alcibiades was proud,
57     II,  13|         which we have established e.g. the definition of similarity
58     II,  14|      subjects of investigation-if e.g. they are animals, we lay
59     II,  14|      character the subgenera-man, e.g. or horse-possess their properties.
60     II,  15|     possess an identical "middle" e.g. a whole group might be proved
61     II,  17|           wider than the subject (e.g. the possession of external
62     II,  19|      universals, are established: e.g. such and such a species