Part, §

 1    Text,  II   |      to whatever is useful and true in the Mathematics: But
 2    Text,  III  |       Doctrine of Fluxions for true and certain. Now if it be
 3    Text,  IV   |         that what I publish is true, and that I have a Right
 4    Text,  VI   |      Fluxions are not the less true; nor will it follow, that
 5    Text,  XI   | whether it be not wrote in the true spirit of an Inquisitor.
 6    Text,  XXI  |        are neither evident nor true. And such points or principles
 7    Text,  XXI  |        he should take them for true: And, nevertheless, if,
 8    Text,  XXXII|     assignable: and if this be true, by that way of reasoning
 9    Text,  XXXII|     which is so far from being true, that the very first and
10    Text,  XL   |        a conclusion accurately true, yet he doth it, contrary
11    Text,  XL   |  blindfold, as not knowing the true reason for the conclusions
12    Text,  XLI  |      in their premises; not as true or false, useful or insignificant,
13    Text,  XLI  |     the difference between the true subtangent and that found
14    Text,  XLIII|       themselves know it to be true) that I found no harmony
15    Text,  XLIV |       that the Conclusions are true, and therefore the principles,
16     App,  II   |     which is so far from being true, that, on the contrary,