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Alphabetical    [«  »]
avoids 1
aware 2
away 3
b 8
ba 4
banish 1
bare 2
Frequency    [«  »]
9 thinking
9 third
9 time
8 b
8 call
8 common
8 consequently
George Berkeley
A Defence of Free-Thinking in Mathematics
IntraText - Concordances

b
  Part, §

1    Text,  XXVII|           incrementis totis a and b generatur rectanguli incrementum
2    Text,  XXVII|       that whose sides have a and b for their incrementa tota,
3    Text,  XXVII|          flowing quantities A and B are called a and b, then
4    Text,  XXVII|          A and B are called a and b, then the momentum vel mutatio
5    Text,  XXXII|    exactly equal, supposing a and b to be diminished ad infinitum:
6    Text,  XXXII|           I answer, that if a and b are real quantities, then
7    Text,  XXXVI| Principles: Ubi de lateribus A et B deerant momentorum dimidia, &
8    Text,  XLV  |          on Humane Understanding, b. iv, c. vii, § ix.] All

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