Part, Chapter,  Paragraph

 1 Pre, Int,  8   |  extension, which is neither line, surface, nor solid, nor
 2 Pre, Int,  11  |  extension, which is neither line, surface, nor solid, neither
 3 Pre, Int,  11  |       it matters not whether line, surface, or solid, whether
 4 Pre, Int,  12  |      the method of cutting a line in two equal parts. He draws,
 5 Pre, Int,  12  | draws, for instance, a black line of an inch in length: this,
 6 Pre, Int,  12  |    in itself is a particular line, is nevertheless with regard
 7 Pre, Int,  12  |     or, in other words, of a line in general. And, as that
 8 Pre, Int,  12  |      And, as that particular line becomes general by being
 9 Pre, Int,  12  |    made a sign, so the name "line," which taken absolutely
10 Pre, Int,  12  |    of an abstract or general line, but of all particular right
11 Text,   0,  12 |      one book, one page, one line, etc.; all these are equally
12 Text,   0,  22 |     the utmost evidence in a line or two, to any one that
13 Text,   0,  124|      parts in any particular line, surface, or solid, which
14 Text,   0,  125|      brought to admit that a line but an inch long may contain
15 Text,   0,  126|      Hence it follows that a line in the scheme but an inch
16 Text,   0,  127|      possible there may be a line containing more, the inch-line
17 Text,   0,  127|    that the small particular line described on paper contains
18 Text,   0,  127|  ten-thousandth part of that line considered in itself is
19 Text,   0,  128|   parts, but only some other line which is far greater than
20 Text,   0,  128|       and that when we say a line is infinitely divisible,
21 Text,   0,  128|    divisible, we must mean a line which is infinitely great.