Louis Lambert — Honoré de Balzac, trans. Katharine Prescott Wormeley
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The translator’s English as printed (Katharine Prescott Wormeley). The original-language text is not held; names are romanised as the translator printed them.
‘‘A fraction, again, has no existence in nature, since what you call a part is a thing complete in itself; and does it not often happen—and have we not proof of the fact— that the hundredth part of some substance may be stronger
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than what you call the whole? And if a fraction has no existence in the natural world, far less does it exist in the moral world, where ideas and feelings may be as various as the species of the vegetable kingdom, but are always a whole. The theory of fractions, then, is another concession of the mind. Number, with its ‘infinitely small’ and its ‘infinite total,’ is a power of which a small part only is known to you, while its extent evades you. You have built a little cottage in the infinitude of number; you - have adorned it with hieroglyphics very learnedly designed and painted; and you have said, ‘Everything is here!’ ‘From abstract number we will pass on to number as applied to solids. Your geometry states it as an axiom that a straight line is the shortest way from one point to another; and astronomy shows you that God has given motion only in curves. Here, then, in the same science, are two facts equally weli proved—one by the evidence of your senses, aided by the telescope; the other by the testimony of your mind; but one contradicts the other. Man, who is liable to error, asserts one, and the Maker of the worlds—whom you have never found in error—contradicts it. Who can decide between rectilinear and curvilinear geometry ?/—between the theory of straight lines and the theory of curved lines? If, in His work, the mysterious Maker, who attains His ends with miraculous directness, only makes use of the straight line to divide it at a right angle and obtain a curve, man himself cannot rely on it: the bullet a man wishes to send in a straight line follows a curve, and when you want to hit a point in space with certainty you propel the ball on its cruel parabola. Not one of your learned men has arrived at the simple induction that the curved line is that of the material world, and the straight line that of the
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spiritual world; that one is the theory of finite creation, and the other the theory of the infinite. Man alone—he alone here on earth having any consciousness of the infinite —can know the straight line; he alone, in a special organ, has the sense of the vertical. May not the predilection for curved lines in some men be an indication of the impurity of their nature, still too closely allied to the material substances which engender us? and may not the love for straight lines, seen in lofty minds, be in them a presentiment of heaven? Between these two lines lies a gulf as wide as between the Finite and the Infinite, between Matter and Spirit, between Man and the Idea, between Motion and the Thing moved, between the Creature and God. Borrow the wings of Divine Love and you may cross that gulf. Beyond it the revelation of the Word begins!
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