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 1  IV,   II, 32    |          it be said that, from a number of uniform experiments,
 2  IV,   II, 32    |   experience? It only shows us a number of uniform effects, resulting
 3  VI,    0, 46    |        marked with one figure or number of spots on four sides,
 4  VI,    0, 46    |       and with another figure or number of spots on the two remaining
 5  VI,    0, 46    |     equal. But finding a greater number of sides concur in the one
 6  VI,    0, 46    |        is supported by a smaller number of views, and recurs less
 7  VI,    0, 47    |         another once. As a great number of views do here concur
 8  VI,    0, 47    |        not supported by an equal number of experiments, and recurs
 9 VII,    I, 48    |      which treat of quantity and number. In reality, there is scarcely
10 VII,    I, 52(*) |        attribute power to a vast number of objects, where we never
11  II,    0, 59    |       among events arises from a number of similar instances which
12  II,    0, 59    |        But there is nothing in a number of instances, different
13  II,    0, 59    |         idea of connexion, and a number of similar instances, by
14  II,    0, 61    |          this idea arises from a number of similar instances, and
15  II,    0, 61    |       circumstance, in which the number of instances differ from
16   X,    I, 96    |         supported by the greater number of experiments: to that
17   X,    I, 96    |           and deduct the smaller number from the greater, in order
18   X,    I, 97    |         or variable. There are a number of circumstances to be taken
19   X,    I, 98    | testimony; from the character or number of the witnesses; from the
20   X,   II, 101   |         attested by a sufficient number of men, of such unquestioned
21   X,   II, 102   |          founded on the greatest number of past observations. But
22   X,   II, 104   |       not opposed by an infinite number of witnesses; so that not
23   X,   II, 105   |       surely never was a greater number of miracles ascribed to
24   X,   II, 105   |       Where shall we find such a number of circumstances, agreeing
25 XII,    I, 125   |           There is not a greater number of philosophical reasonings,
26 XII,   II, 133(*)|    reason, than that an infinite number of them composes an infinite
27 XII,   II, 133(*)|        How much more an infinite number of those infinitely small
28 XII,   II, 134   |      than extension. An infinite number of real parts of time, passing
29 XII,  III, 140   |   demonstration are quantity and number, and that all attempts to
30 XII,  III, 140   |  component parts of quantity and number are entirely similar, their
31 XII,  III, 140   |         sciences of quantity and number; and these may safely, I
32 XII,  III, 141   | reasoning concerning quantity or number? No. Does it contain any