Book, Paragraph

 1      I,  3 |          another, viz. "peculiar" properties.~Now, it has been shown
 2      I,  7 |        attributes, i.e. essential properties, are revealed by the demonstration.
 3      I,  7 | arithmetical demonstration to the properties of magnitudes unless the
 4      I,  8 |           Other subjects too have properties attaching to them in the
 5      I,  9 |      middle terms as arithmetical properties, but with a qualification-the
 6      I,  13|           they do not demonstrate properties of a substratum, since,
 7      I,  13|        subjects are predicable as properties of a perceptible substratum,
 8      I,  13|        mathematician demonstrates properties of them. As optics is related
 9      I,  18|   mathematical character, certain properties which can be treated as
10      I,  27|         which is not a science of properties qua inhering in a substratum,
11      I,  28|       subject-and their essential properties.~One science differs from
12     II,  13|    instance-he should examine the properties "peculiar" to the species,
13     II,  14|     animals, we lay down what the properties are which inhere in every
14     II,  14| established, we next lay down the properties essentially connected with
15     II,  14|   subgenus is bird, the essential properties of every bird-and so on,
16     II,  14|       e.g. or horse-possess their properties. Let A be animal, B the
17     II,  14|            Let A be animal, B the properties of every animal, C D E various
18     II,  14|          it is connected and what.properties belong to it. For example,
19     II,  14|        For example, as the common properties of horned animals we collect
20     II,  14|          these too possess common properties as if there were a single