Page:The Essays of George Eliot, ed. Sheppard, 1883.djvu/71

 with some other remarkable French women, the part of her life which is richest in interest and results is that which is looked forward to by most of her sex with melancholy as the period of decline. When between fifty and sixty, she had philosophers, wits, beauties, and saints clustering around her; and one naturally cares to know what was the elixir which gave her this enduring and general attraction. We think it was, in a great degree, that well-balanced development of mental powers which gave her a comprehension of varied intellectual processes, and a tolerance for varied forms of character, which is still rarer in women than in men. Here was one point of distinction between her and Madame de Longueville; and an amusing passage, which Sainte-Beuve has disinterred from the writings of the Abbé St. Pierre, so well serves to indicate, by contrast, what we regard as the great charm of Madame de Sablé's mind, that we shall not be wandering from our subject in quoting it.

"I one day asked M. Nicole what was the character of Mme. de Longueville's intellect; he told me it was very subtle and delicate in the penetration of character; but very small, very feeble, and that her comprehension was extremely narrow in matters of science and reasoning, and on all speculations that did not concern matters of sentiment. For example, he added, I one day said to her that I could wager and demonstrate that there were in Paris at least two inhabitants who had the same number of hairs, although I could not point out who these two men were. She told me I could never be sure of it until I had counted the hairs of these two men. Here is my demonstration, I said: I take it for granted that the head which is most amply supplied with hairs has not more than 200,000, and the head which is least so has but one hair. Now, if you suppose that 200,000 heads have each a different number of hairs, it necessarily follows that they have each one of the numbers of hairs which form the series from one to 200,000; for if it were supposed that there were two among these 200,000 who had the same number of hairs, I should have gained my wager. Supposing, then, that these 200,000 inhabitants have all a different number of hairs, if I add a single inhabitant who has hairs, and who has not more than 200,000, it necessarily follows that this number of hairs, whatever it may be, will be contained in the series from one to 200,000, and consequently will be equal to the number of hairs on one of the previous 200,000