Book, Paragraph

1      I,  5 |    property, nor even that "all" triangles have it-unless "all" means "
2      I,  5 |         does not know it of "all triangles".~When, then, does our knowledge
3      I,  24|          over against particular triangles, figures, and numbers. But
4      I,  24|      right angles belongs to all triangles, it is isosceles qua triangle
5      I,  24|     knows that the angles of all triangles are equal to two right angles,
6     II,  3 |          add this because if all triangles have been proved to possess
7     II,  3 | isosceles is a part of which all triangles constitute the whole. But