Book, Paragraph

1      I,  1 |         this distinction is not drawn, we are faced with the dilemma
2      I,  3 |      which the demonstration is drawn, and since the regress must
3      I,  6 |       knowledge of a conclusion drawn from them (this is so even
4      I,  7 |        the middle terms must be drawn from the same genus: otherwise,
5      I,  12|        it formal fallacy though drawn from geometrical premisses?
6      I,  29|        So the conclusion can be drawn through middles which are
7      I,  32| premisses any conclusion may be drawn. That would be exceedingly
8     II,  4 |        before the conclusion is drawn.~We may generalize by supposing
9     II,  5 |        as, when conclusions are drawn without their appropriate