Book,  Chapter

 1     II,  XIII |          can multiply figures in infinitum.~6. Endless variety of figures.
 2     II,  XIII |     their shape and capacity, in infinitum; all which are but so many
 3     II,  XIII |          the other, and so on in infinitum. And let this void space
 4     II,  XIV  |        or limits, and proceed in infinitum, and apply thus the length
 5     II,  XIV  |        have the idea) proceed in infinitum, and suppose a duration
 6     II,  XV   |          addition or division in infinitum. But the least portions
 7     II,  XV   |       straight line, extended in infinitum, not capable of multiplicity,
 8     II,  XVII |          double it, and so on in infinitum; for that alone is infinite
 9     II,  XVII |         mind also can proceed in infinitum, as well as in the former
10     II,  XXI  |        determine that, and so in infinitum: for wherever one stops,
11     II,  XXI  |     determine that, and so on in infinitum.~26. The ideas of liberty
12     II,  XXIII|          it; the divisibility in infinitum of any finite extension
13     II,  XXIX |        divisibility of matter in infinitum, though we have clear ideas
14     II,  XXIX |         of division of bodies in infinitum, our idea of their distinct
15    III,  IV   |         it would be a process in infinitum. I will not here trouble
16    III,  IV   | definable, from that progress in infinitum, which it will visibly lead
17    III,  IX   |        same power, multiplied in infinitum. Many a man who was pretty