Book, Paragraph

 1      I, 23| incommensurate with the side, because odd numbers are equal to evens
 2      I, 23|           infers syllogistically that odd numbers come out equal to
 3      I, 25|            number of premisses and an odd number of terms (for the
 4      I, 25|             always be even, the terms odd; but they will alternate-when
 5      I, 25|               even, the terms must be odd; when the terms are even,
 6      I, 25|           even, the premisses must be odd: for along with one term
 7      I, 25|              saw) even, and the terms odd, we must make them alternately
 8      I, 25|             them alternately even and odd at each addition. But the
 9      I, 44|          commensurate, viz. that then odd numbers are equal to evens.~
10     II, 15|       resulting, e.g. if something is odd, it is not odd. For the
11     II, 15|           something is odd, it is not odd. For the syllogism owed