Book,  Chapter

 1     II,  XI  |        the same kind. Thus, by adding several units together,
 2     II,  XIII|  bounds of all bodies; and, by adding these still one to another,
 3     II,  XIII|       have of any distance and adding it to the former as often
 4     II,  XIV |         and by the same way of adding minutes, hours, or years (
 5     II,  XIV |       in our own thoughts, and adding them one to another, without
 6     II,  XV  |      repeat that idea, and so, adding it to the former, enlarge
 7     II,  XVI |    this idea in our minds, and adding the repetitions together,
 8     II,  XVI |      the modes of it. Thus, by adding one to one, we have the
 9     II,  XVI |    this, and proceed on, still adding one more to the last collective
10     II,  XVI | numeration being but still the adding of one unit more, and giving
11     II,  XVI |       not one jot the power of adding to it, or brings him any
12     II,  XVII|        i.e. the power still of adding more.~11. How we conceive
13     II,  XVII|       only in a power still of adding any combination of units
14     II,  XVII|        increasing the sum, and adding more of the same kind; without
15     II,  XVII|    shall make in quantity; and adding this idea of still greater
16    III,  X   |        a more perfect idea, by adding another simple idea, which