Part, §

 1    Text,  III   |       of Fluxions for true and certain. Now if it be shewn that
 2    Text,  V     | invective: But I say there are certain Mathematicians, who are
 3    Text,  VII   |       that the Infidelity of a certain noted Mathematician, still
 4    Text,  IX    |      upon the Inconsistency of certain Infidel Analysts. I remark
 5    Text,  IX    |       said that a deference to certain Mathematical Infidels, as
 6    Text,  X     |   though I take the liberty in certain points to differ from them? ~
 7    Text,  XVI   |   Abilities may know more on a certain point than one of greater;
 8    Text,  XXI   |      to me it seems, there are certain points tacitly admitted
 9    Text,  XXXVII|   himself satisfied concerning certain points, which nevertheless
10    Text,  XXXVII|   letter; where, speaking of a certain mathematical matter, Sir
11     App,  II    |     Analyst was addressed, and certain other persons of the same