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 1 4 |      quantity, such terms as "two cubits long" or "three cubits
 2 5 |   that forms the contrary of "two cubits long" or of "three
 3 6 |       they join. For example: two fives make ten, but the
 4 6 |       fives make ten, but the two fives have no common boundary,
 5 6 |  counting, "one" is prior to "two", and "two" to "three",
 6 6 |       is prior to "two", and "two" to "three", and thus the
 7 6 |      that is the contrary of "two cubits long" or of "three
 8 6 |      in the house. The terms "two cubits long, "three cubits
 9 6 |   degree. One thing cannot be two cubits long in a greater
10 7 |       connexion between these two will not be reciprocal,
11 7 |       and not accurately, the two are not found to be interdependent.
12 7 | interdependence if one of the two is denoted, not by that
13 7 |     On the other hand, if, of two correlatives, one is not
14 8 |      no contraries.~If one of two contraries is a quality,
15 10|  contrary of the black. These two types of opposition are
16 10|      terms of either of these two pairs. On the other hand,
17 10|       propositions; yet these two are said to be opposed in
18 10|      to the denial, as in the two propositions "he sits", "
19 10|   obtain. Yet when one of the two contraries is a constitutive
20 10| determinately that one of the two contraries, not one or the
21 10|     case here that one of the two must needs be present in
22 10|   Socrates exists, one of the two propositions "Socrates is
23 11|    that Socrates is well, and two contrary conditions cannot
24 12|    sense "one" is "prior" to "two". For if "two" exists, it
25 12|      prior" to "two". For if "two" exists, it follows directly
26 12|      follow necessarily that "two" exists: thus the sequence
27 12|     that when the sequence of two things cannot be reversed,