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 1 1 |       when, though they have a common name, the definition corresponding
 2 1 |        for, though they have a common name, the definition corresponding
 3 1 |       answering to the name in common. A man and an ox are both "
 4 5 |     good in all cases.~It is a common characteristic of all sub.
 5 5 |    both name and definition in common. It is, therefore, established
 6 6 |       of a number, there is no common boundary at which they join.
 7 6 |      but the two fives have no common boundary, but are separate;
 8 6 |  number that there should be a common boundary among the parts;
 9 6 | quantity for its parts have no common boundary. There is no common
10 6 |   common boundary. There is no common boundary at which the syllables
11 6 |       it is possible to find a common boundary at which its parts
12 6 |     the case of the line, this common boundary is the point; in
13 6 |       of the plane have also a common boundary. Similarly you
14 6 |       Similarly you can find a common boundary in the case of
15 6 |        space, and these have a common boundary; it follows that
16 6 |       the solid, have the same common boundary as the parts of
17 6 | quantity, for its parts have a common boundary.~Quantities consist
18 12|    have a natural priority. In common parlance men speak of those