Book, Paragraph

 1   I,  3 |  mathematics, they might have given up this puerile opinion.
 2   I,  3 |    the proportion between any given small quantity of water
 3   I,  3 |      and what account must be given of the space between the
 4   I,  7 |      observation to have been given when our account of them
 5  II,  2 |   come back in a year or in a given country, yet in a certain
 6  II,  3 | another treatise.~We have now given an account of waters and
 7  II,  8 |      great mass in one place. Given this situation it follows
 8  II,  8 |    when the evaporations at a given place are joined by those
 9  II,  8 |      when once they have been given an impulse by its motion,
10  II,  9 |       Some reason ought to be given why that which naturally
11 III,  1 |       a circle for the reason given and then descends, because
12 III,  2 |    accept the account we have given of these things in the theory
13 III,  5 |     and K and the line KH are given, the line MH will be given
14 III,  5 |    given, the line MH will be given too; consequently the ratio
15 III,  5 |     MH to the line MK will be given too. So M will touch a given
16 III,  5 |  given too. So M will touch a given circumference. Let this
17 III,  5 |      of the circumferences is given, and the same ratio cannot
18 III,  6 |     Some account has now been given of the effects of the secretion
19  IV,  1 |       the matter underlying a given thing when they are in a
20  IV,  2 |      the proper matter of any given object. For when concoction
21  IV,  3 |   savour in the liquid into a given form, the process being
22  IV,  8 |      of them. We have already given a general account of that
23  IV,  9 |   continuous flow of air in a given direction). Fumes are common
24  IV,  10|       it follows that we have given a complete account of the
25  IV,  12|    the homogeneous bodies has given us the elements out of which
26  IV,  12|     save that in the examples given the cause is art, but in