Book,  Paragraph

 1   I,  7|   whatever. For a less agent will produce that movement in a less
 2   I,  7|           again, can the infinite produce a movement in the finite
 3   I,  7|     action. In the time C, D will produce that motion in a patient
 4   I,  7|       whole BF bears to F. E will produce the motion in BF in the
 5  II,  9|          bodies of that size must produce a noise, since on our earth
 6  II,  9|       motion, how should they not produce a sound immensely great?
 7  II,  9|         are themselves in motion, produce noise and friction: but
 8 III,  1|           of the parts which will produce weight? And, further, when
 9 III,  2|     finite number of causes would produce a kind of order, since absence
10 III,  2|        somehow before they try to produce motion and separation. But
11 III,  8|         The elements alone cannot produce them because their collocation
12 III,  8|          their collocation cannot produce a continuum. Nor can the
13 III,  8|         were also the most apt to produce warmth and combustion, because
14 III,  8|         and the angles, they say, produce warmth and combustion. Now,
15 III,  8| possession of angles makes a body produce heat and combustion, every
16 III,  8|   inference that the mathematical produce heat and combustion, since
17 III,  8|         that a pyramid must needs produce pyramids or a sphere spheres.
18 III,  8|        fire, and that figure will produce not combustion but its contrary.~
19  IV,  6|          easily, and things which produce division differ similarly
20  IV,  6|          the case with which they produce it, the explanation must