De animae procreatione in Timaeo

And now what other or better reconciliation of these seeming contrarieties than his own explanation, to those that are willing to apprehend it? For he declares to have been without beginning the never procreated soul, that moved all things confusedly and in an irregular manner before the creation of the world. But as for that which God composed out of this and that other permanent and choicest substance, making it both prudent and orderly, and adding of his own, as if it were for form and beauty’s sake, intellect to sense, and order to motion, and which he constituted prince and chieftain of the whole,—that he acknowledges to have had a beginning and to have proceeded from generation. Thus he likewise pronounces the body of the world in one respect to be eternal and without beginning, in another sense to be the work of creation. To which purpose, where he says that the visible structure, never in repose at first but restless in a confused and tempestuous motion, was at length by the hand of God disposed and ranged into majestic order,—where he says that the four elements, fire and water, earth and air, before the stately pile was by them embellished and adorned, caused a prodigious fever and shivering ague in the whole mass of matter, that labored under the combats of their unequal

Again, when he says that the body was younger than the soul, and that the world was created, as being of a corporeal substance that may be seen and felt,—which sort of substances must necessarily have a beginning and be created,—it is evidently demonstrable from thence that he ascribes original creation to the nature of bodies. But he is far from being repugnant or contradictory to himself in these sublimest mysteries. For he does not contend, that the same body was created by God or after the same manner, and yet that it was before it had a being,—which would have been to act the part of a juggler; but he instructs us what we ought to understand by generations and creation. Therefore, says he, at first all these things were void of measure and proportion; but when God first began to beautify the whole, the fire and water, earth and air, having perhaps some prints and footsteps of their forms, lay in a huddle jumbled all together,—as probable it is that all things are, where God is absent,—which then he reduced to a comely perfection varied by number and order. Moreover, having told us before that it was a work not of one but of a twofold proportion to bind and fasten the bulky immensity of the whole, which was both solid and of a prodigious profundity, he then comes to declare how God, after he had placed the water and the earth in the midst between the fire and the air, incontinently closed up the heavens into a circular form. Out of these materials, saith he, being four in number, was the body of the world created, agreeing in proportion, and so amicably corresponding together, that being thus embodied and confined within their proper bounds, it is impossible that any dissolution should happen from their own contending force, unless he that riveted the whole frame should go about

Now that Plato had this belief concerning these things, and did not for contemplation’s sake lay down these suppositions concerning the creation of the world and the soul,—this, among many others, seems to be an evident signification that, as to the soul, he avers it to be both created and not created, but as to the world, he always maintains that it had a beginning and was created, never that it was uncreated and eternal. What necessity therefore of bringing any testimonies out of Timaeus? For the whole treatise, from the beginning to the end, discourses of nothing else but of the creation of the world. As for the rest, we find that Timaeus, in his Atlantic, addressing himself in prayer to the Deity, calls God that being which of old existed in his works, but now was apparent to reason. In his Politicus, his Parmenidean guest acknowledges that the world, which was the handiwork of God, is replenished with several good things, and that, if there be any thing in it which is vicious and offensive, it comes by mixture of its former incongruous and irrational habit. But Socrates, in the Politics, beginning to discourse of number, which some call by the name of wedlock, says: The created Divinity has a circular period, which is, as it were, enchased and

The first pair of these numbers consists of one and two, the second of three and four, the third of five and six; neither of which pairs make a tetragonal number, either by themselves or joined with any other figures. The fourth consists of seven and eight, which, being added all together, produce a tetragonal number of thirty-six. But the quaternary of numbers set down by Plato have a more perfect generation, of even numbers multiplied by even distances, and of odd by uneven distances. This quaternary contains the unit, the common original of all even and odd numbers. Subsequent to which are two and three, the first plane numbers; then four and nine, the first squares; and next eight and twenty-seven, the first cubical numbers (not counting the unit). Whence it is apparent, that his intention was not that the numbers should be placed in a direct line one above another, but apart and oppositely one against the other, the even by themselves, and the odd by themselves, according to the scheme here given. In this manner similar numbers will be joined together, which will produce other remarkable numbers, as well by addition as by multiplication.

By addition thus: two and three make five, four and nine make thirteen, eight and twenty-seven make thirty-five. Of all which numbers the Pythagoreans called five the nourisher, that is to say, the breeding or fostering sound, believing a fifth to be the first of all the intervals of tones which could be sounded. But as for thirteen,

Admit a right-angled parallelogram, A B C D, the lesser side of which A B consists of five, the longer side A C contains seven squares. Let the lesser division be unequally divided into two and three squares, marked by E; and the larger division in two unequal divisions more of three and four squares, marked by F. Thus A E F G comprehends six, E B G I nine, F G C H eight, and G I H D twelve. By this means the whole parallelogram, containing thirty-five little square areas, comprehends all the proportions of the first concords of music in the number of these little squares. For six is exceeded by eight in a sesquiterce proportion (3:4), wherein the diatessaron is comprehended. And six is exceeded by nine in a sesquialter proportion (2:3), wherein also is included the fifth. Six is exceeded by twelve in duple proportion (1:2), containing the octave; and then lastly, there is the sesquioctave proportion of a tone in eight to nine. And therefore they call that number which comprehends all these proportions harmony. This number is 35, which being multiplied by 6, the product is 210, which is the number of days, they say, which brings those infants to perfection that are born at the seventh month’s end.

To proceed by way of multiplication,—twice 3