Part, Chapter,  Paragraph

 1 Ded           |                         TO THE RIGHT HONOURABLE~THOMAS, EARL
 2 Pre, Int,  3  |     hard thing to suppose that right deductions from true principles
 3 Pre, Int,  12 |    line, but of all particular right lines that may possibly
 4 Pre, Int,  16 |      triangle are equal to two right ones, I cannot therefore
 5 Pre, Int,  16 | triangles which have neither a right angle nor two equal sides.
 6 Pre, Int,  16 |       that because neither the right angle, nor the equality,
 7 Pre, Int,  16 |        angles are equal to two right ones, because one of them
 8 Pre, Int,  16 |       because one of them is a right angle, or because the sides
 9 Pre, Int,  16 |    sufficiently shows that the right angle might have been oblique,
10 Pre, Int,  18 |  surface comprehended by three right lines," by which that name
11 Pre, Int,  19 |    each letter, yet to proceed right it is not requisite that
12 Text,   0,  59|       and be enabled to pass a right judgment of what would have
13 Text,   0,  60|       by a skilful hand all is right again? The like may be said
14 Text,   0,  62|    being once corrected all is right again.~
15 Text,   0,  83|  nothing inconsistent with the right use and significancy of