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own 36
owned 6
owning 1
p 34
pack 1
page 4
pages 2
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36 such
36 there
35 great
34 p
33 method
33 those
31 self
George Berkeley
A Defence of Free-Thinking in Mathematics

IntraText - Concordances

p

   Part, §
1 Text, I | reflected on what you say (P. 32.) when upon my having 2 Text, II | the Honour of this Island (P. 5), to lessen the Reputation 3 Text, II | Surprize and Amazement (P. 19 and 20). To all which 4 Text, VI | But you are very angry (P. 13 and 14.) that I should 5 Text, VII | profligate and impudent liars (P. 27). How far the Reader 6 Text, VIII | detraction, and artifice'' (P. 15). You recommend such 7 Text, VIII | super vias antiquas,'' (P. 13.) with much more to 8 Text, IX | instance of this you give (P. 27) where, upon my having 9 Text, XIII | Vestigia pronus adoro (P. 70). This same adoration 10 Text, XV | You represent your self (P. 52) as a man, ``whose highest 11 Text, XV | of it as a sort of crime (P. 70) to think it possible, 12 Text, XIX | and uncommon abilities, (P. 5 and 84.) But I freely 13 Text, XXIII | XXIII. You ask me (P. 32) where I find Sir Isaac 14 Text, XXVII | First then you affirm (P. 44), ``that, neither in 15 Text, XXVIII | Your are merry, I say, and (P. 46) represent the two mathematical 16 Text, XXIX | Fluxion. But you tell us (P. 49) ``that you think, the 17 Text, XXXI | XXXI. In the next Place (P. 50) you charge me with 18 Text, XXXII | how unjustly you blame me (P. 32) for omitting to give 19 Text, XXXIII | you are pleased to call (P. 58) ``a most palpable, 20 Text, XXXIV | per æquationes infinitas (P. 20) where, in his preparation 21 Text, XXXIV | This is what you call (P. 56) ``so great, so unaccountable, 22 Text, XXXVI | distinctly comprehended'' (P. 31). And it may be uncivil 23 Text, XXXVIII| After this you employ (P. 65) your usual colouring, 24 Text, XXXIX | XXXIX. You tell me (P. 70), if I think fit to 25 Text, XLV | subsist without general Ideas (P. 74). This implies that 26 Text, XLVI | You give me to understand (P. 82) that this account of 27 App, II | given, [NOTE: Philalethes, p. 32.] about Sir Isaac's 28 App, II | that have ever been made (P. 5). Mr. Walton in the beginning, 29 App, II | ascribed to Sir Isaac Newton (P. 36). And this writer also, 30 App, II | decide in religious affairs (P. 4) which is so far from 31 App, IV | Fluxion which he gives (P. 13,) with common sense? 32 App, IV | NOTE: See Vindication, p. 17.] vanisheth, whether 33 App, IV | magnitudes infinitely diminished (P. 9), when Sir Isaac Newton 34 App, IV | Mathematics and Mathematicians (P. 5), may (as well as the


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