Padres ante-Nicenos, Vol. V: Padres del siglo III: Hipólito, Cipriano, Caio, Novaciano, Apéndice. texto completo

But because the rest of the numbers-those alleged by Archimedes concerning the distance of the erratic stars-are not based on principles of concord, it is easy to understand-that is, for those who attend to the matter-how the numbers are mutually related, and on what principles they depend. That, however, they should not be in harmony and symphony-I mean those that are parts of the world which consists according to harmony-this is impossible. Since, therefore, the first number which the Moon is distant from the earth is 5, 544, 130, the second number which the Sun is distant from the Moon being 50, 272, 065, subsists by a greater computation than ninefold. But the higher number in reference to this, being 20, 272, 065, is (comprised) in a greater computation than half. The number, however, superior to this, which is 50, 817, 165, is contained in a greater computation than half. But the number superior to this, which is 40, 541, 108, is contained in a less computation than two-fifths. But the number superior to this, which is 20, 275, 065, is contained in a greater computation than half. The final number, however, which is 40, 372, 065, is comprised in a less computation than double.

Chapter XI.-Theory of the Size of the Heavenly Bodies in Accordance with Numerical Harmonies.

These (numerical) relations, therefore, the greater than ninefold, and less than half, and greater than double, and less than two-fifths, and greater than half, and less than double, are beyond all symphonies, from which not any proportionate or harmonic system could be produced. But the whole world, and the parts of it, are in all respects similarly framed in conformity with proportion and harmony. The proportionate and harmonic relations, however, are preserved-as we have previously stated-by double and triple intervals. If, therefore, we consider Archimedes reliable in the case of only the first distance, that from the Moon to the Earth, it is easy also to find the rest (of the intervals), by multiplying (them) by double and treble. Let then the distance, according to Archimedes, from Earth to Moon be 5, 544, 130 stadii; there will therefore be the double number of this of stadiiwhich the Sun is distant from the Moon, viz. 11, 088, 260. But the Sun is distant from the Earth 16, 632, 390 stadii; and Venus is likewise distant from the Sun 16, 632, 390 stadii, but from the Earth 33, 264, 780 stadii; and Mercury is distant from Venus 22, 176, 520 stadii, but from Earth 55, 441, 300 stadii; and Mars is distant from Mercury 49, 897, 170 stadii, and from Earth 105, 338, 470 stadii; and Jupiter is distant from Mars 44, 353, 040 stadii, but from Earth 149, 691, 510 stadii; Saturn is distant from Jupiter 149, 691, 510 stadii, but from Earth 299, 383, 020 stadii.

Chapter XII.-Waste of Mental Energy in the Systems of the Astrologers.

Who will not feel astonishment at the exertion of so much deep thought with so much toil? This Ptolemy, however-a careful investigator of these matters-does not seem to me to be useless; but only this grieves (one), that being recently born, he could not be of service to the sons of the giants, who, being ignorant of these measures, and supposing that the heights of heaven were near, endeavoured in vain to construct a tower. And so, if at that time he were present to explain to them these measures, they would not have made the daring attempt ineffectually. But if any one profess not to have confidence in this (astronomer's calculations), let him by measuring be persuaded (of their accuracy); for in reference to those incredulous on the point, one cannot have a more manifest proof than this. O, pride of vain-toiling soul, and incredible belief, that Ptolemy should be considered pre-eminently wise among those who have cultivated similar wisdom!

Chapter XIII.-Mention of the Heretic Colarbasus; Alliance Between Heresy and the Pythagorean Philosophy.

Certain, adhering partly to these, as if having propounded great conclusions, and supposed things worthy of reason, have framed enormous and endless heresies; and one of these is Colarbasus,⁴⁶ who attempts to explain religion by measures and numbers. And others there are (who act) in like manner, whose tenets we shall explain when we commence to speak of what concerns those who give heed to Pythagorean calculation as possible; and uttering vain prophecies, hastily assume⁴⁷ as secure the philosophy by numbers and elements. Now certain (speculators), appropriating⁴⁸ similar reasonings from these, deceive unsophisticated individuals, alleging themselves endued with foresight;⁴⁹ sometimes, after uttering many predictions, happening on a single fulfilment, and not abashed by many failures, but making their boast in this one. Neither shall I pass over the witless philosophy of these men; but, after explaining it, I shall prove that those who attempt to form a system of religion out of these (aforesaid elements), are disciples of a school⁵⁰ weak and full of knavery.

Chapter XIV.-System of the Arithmeticians; Predictions Through Calculations; Numerical Roots; Transference of These Doctrines to Letters; Examples in Particular Names; Different Methods of Calculation; Prescience Possible by These.

Those, then, who suppose that they prophesy by means of calculations and numbers,⁵¹ and elements and names, constitute the origin of their attempted system to be as follows. They affirm that there is a root of each of the numbers; in the case of thousands, so many monads as there are thousands: for example, the root of six thousand, six monads; of seven thousand, seven monads; of eight thousand, eight monads; and in the case of the rest, in like manner, according to the same (proportion). And in the case of hundreds, as many hundreds as there are, so many monads are the root of them: for instance, of seven hundred there are seven hundreds; the root of these is seven monads: of six hundred, six hundreds; the root of these, six monads. And it is similar respecting decades: for of eighty (the root is) eight monads; and of sixty, six monads; of forty, four monads; of ten, one monad. And in the case of monads, the monads themselves are a root: for instance, of nine, nine; of eight, eight; of seven, seven. In this way, also, ought we therefore to act in the case of the elements (of words), for each letter has been arranged according to a certain number: for instance, the letter n according to fifty monads; but of fifty monads five is the root, and the root of the letter n is (therefore) five. Grant that from some name we take certain roots of it. For instance, (from) the name Agamemnon, there is of the a, one monad; and of the g, three monads; and of the other a, one monad; of the m, four monads; of the e, five monads; of the m, four monads; of the n, five monads; of the (long) o, eight monads; of the n, five monads; which, brought together into one series, will be 1, 3, 1, 4, 5, 4, 5, 8, 5; and these added together make up 36 monads. Again, they take the roots of these, and they become three in the case of the number thirty, but actually six in the case of the number six. The three and the six, then, added together, constitute nine; but the root of nine is nine: therefore the name Agamemnon terminates in the root nine.

Let us do the same with another name-Hector. The name (H)ector has five letters-e, and k, and t, and o, and r. The roots of these are 5, 2, 3, 8, 1; and these added together make up 19 monads. Again, of the ten the root is one; and of the nine, nine; which added together make up ten: the root of ten is a monad. The name Hector, therefore, when made the subject of computation, has formed a root, namely a monad. It would, however, be easier⁵² to conduct the calculation thus: Divide the ascertained roots from the letters-as now in the case of the name Hector we have found nineteen monads-into nine, and treat what remains over as roots. For example, if I divide 19 into 9, the remainder is 1, for 9 times 2 are 18, and there is a remaining monad: for if I subtract 18 from 19, there is a remaining monad; so that the root of the name Hector will be a monad. Again, of the name Patroclus these numbers are roots: 8, 1, 3, 1, 7, 2, 3, 7, 2; added together, they make up 34 monads. And of these the remainder is 7 monads: of the 30, 3; and of the 4, 4. Seven monads, therefore, are the root of the name Patroclus.

Those, then, that conduct their calculations according to the rule of the number nine,⁵³ take the ninth part of the aggregate number of roots, and define what is left over as the sum of the roots. They, on the other hand, (who conduct their calculations) according to the rule of the number seven, take the seventh (part of the aggregate number of roots); for example, in the case of the name Patroclus, the aggregate in the matter of roots is 34 monads. This divided into seven parts makes four, which (multiplied into each other) are 28. There are six remaining monads; (so that a person using this method) says, according to the rule of the number seven, that six monads are the root of the name Patroclus. If, however, it be 43, (six) taken seven times,⁵⁴ he says, are 42, for seven times six are 42, and one is the remainder. A monad, therefore, is the root of the number 43, according to the rule of the number seven. But one ought to observe if the assumed number, when divided, has no remainder; for example, if from any name, after having added together the roots, I find, to give an instance, 36 monads. But the number 36 divided into nine makes exactly 4 enneadj; for nine times 4 are 36, and nothing is over. It is evident, then, that the actual root is 9. And again, dividing the number forty-five, we find nine⁵⁵ and nothing over-for nine times five are forty-five, and nothing remains; (wherefore) in the case of such they assert the root itself to be nine. And as regards the number seven, the case is similar: if, for example we divide 28 into 7, we have nothing over; for seven times four are 28, and nothing remains; (wherefore) they say that seven is the root. But when one computes names, and finds the same letter occurring twice, he calculates it once; for instance, the name Patroclus has the pa twice,⁵⁶ and the o twice: they therefore calculate the a once and the o once. According to this, then, the roots will be 8, 1, 3, 1, 7, 2, 3, 2, and added together they make 27 monads; and the root of the name will be, according to the rule of the number nine, nine itself, but according to the rule of the number seven, six.

In like manner, (the name) Sarpedon, when made the subject of calculation, produces as a root, according to the rule of the number nine, two monads. Patroclus, however, produces nine monads; Patroclus gains the victory. For when one number is uneven, but the other even, the uneven number, if it is larger, prevails. But again, when there is an even number, eight, and five an uneven number, the eight prevails, for it is larger. If, however, there were two numbers, for example, both of them even, or both of them odd, the smaller prevails. But how does (the name) Sarpedon, according to the rule of the number nine, make two monads, since the letter (long) o is omitted? For when there may be in a name the letter (long) o and (long) e, they leave out the (long) o, using one letter, because they say both are equipollent; and the same must not be computed twice over, as has been above declared. Again, (the name) Ajax makes four monads; (but the name) Hector, according to the rule of the ninth number, makes one monad. And the tetrad is even, whereas the monad odd. And in the case of such, we say, the greater prevails-Ajax gains the victory. Again, Alexander and Menelaus (may be adduced as examples). Alexander has a proper name (Paris). But Paris, according to the rule of the number nine, makes four monads; and Menelaus, according to the rule of the number nine, makes nine monads. The nine, however, conquer the four (monads): for it has been declared, when the one number is odd and the other even, the greater prevails; but when both are even or both odd, the less (prevails). Again, Amycus and Polydeuces (may be adduced as examples). Amycus, according to the rule of the number nine, makes two monads, and Polydeuces, however, seven: Polydeuces gains the victory. Ajax and Ulysses contended at the funeral games. Ajax, according to the rule of the number nine, makes four monads; Ulysses, according to the rule of the number nine, (makes) eight.⁵⁷ Is there, then, not any annexed, and (is there) not a proper name for Ulysses?⁵⁸ for he has gained the victory. According to the numbers, no doubt, Ajax is victorious, but history hands down the name of Ulysses as the conqueror, Achilles and Hector (may be adduced as examples). Achilles, according to the rule of the number nine, makes four monads; Hector one: Achilles gains the victory. Again, Achilles and Asteropaeus (are instances). Achilles makes four monads, Asteropaeus three: Achilles conquers. Again, Menelaus and Euphorbus (may be adduced as examples). Menelaus has nine monads, Euphorbus eight: Menelaus gains the victory.

Some, however, according to the rule of the number seven, employ the vowels only, but others distinguish by themselves the vowels, and by themselves the semi-vowels, and by themselves the mutes; and, having formed three orders, they take the roots by themselves of the vowels, and by themselves of the semi-vowels, and by themselves of the mutes, and they compare each apart. Others, however, do not employ even these customary numbers, but different ones: for instance, as an example, they no not wish to allow that the letter p has as a root 8 monads, but 5, and that the (letter) x (si) has as a root four monads; and turning in every direction, they discover nothing sound. When, however, they contend about the second (letter), from each name they take away the first letter; but when they contend about the third (letter), they take away two letters of each name, and calculating the rest, compare them.

Chapter XV.-Quibbles of the Numerical Theorists; The Art of the Frontispicists (Physiognomy); Connection of This Art with Astrology; Type of Those Born Under Aries.

I think that there has been clearly expounded the mind of arithmeticians, who, by means of numbers and of names, suppose that they interpret life. Now I perceive that these, enjoying leisure, and being trained in calculation, have been desirous that, through the art⁵⁹ delivered to them from childhood, they, acquiring celebrity, should be styled prophets. And they, measuring the letters up (and) down, have wandered into trifling. For if they fail, they say, in putting forward the difficulty, Perhaps this name was not a family one, but imposed, as also lighting in the instance they argue in the case of (the names) Ulysses and Ajax. Who, taking occasion from this astonishing philosophy, and desirous of being styled "Heresiarch," will not be extolled?

But since, also, there is another more profound art among the all-wise speculators of the Greeks-to whom heretical individuals boast that they attach themselves as disciples, on account of their employing the opinions of these (ancient philosophers) in reference to the doctrines tempted (to be established) by themselves, as shall a little afterwards be proved; but this is an art of divination, by examination of the forehead⁶⁰ or rather, I should say, it is madness: yet we shall not be silent as regards this (system) There are some who ascribe to the stars figures that mould the ideas⁶¹ and dispositions of men, assigning the reason of this to births (that have taken place) under particular stars; they thus express themselves: Those who⁶² are born under Aries will be of the following kind: long head, red hair, contracted eyebrows, pointed forehead, eyes grey and lively,⁶³ drawn cheeks, long-nosed, expanded nostrils, thin lips, tapering chin, wide mouth. These, he says, will partake of the following nature: cautious, subtle, perspicuous,⁶⁴ prudent, indulgent, gentle, over-anxious, persons of secret resolves fitted for every undertaking, prevailing more by prudence than strength, deriders for the time being, scholars, trustworthy, contentious, quarrellers in a fray, concupiscent, inflamed with unnatural lust, reflective, estranged⁶⁵ from their own homes, giving dissatisfaction in everything, accusers, like madmen in their cups, scorners, year by year losing something⁶⁶ serviceable in friendship through goodness; they, in the majority of cases, end their days in a foreign land.

Chapter XVI.-Type of Those Born Under Taurus.

Those, however, who are born in Taurus will be of the following description: round head, thick hair, broad forehead, square eyes, and large black eyebrows; in a white man, thin veins, sanguine, long eyelids, coarse huge ears, round mouths, thick nose, round nostrils, thick lips, strong in the upper parts, formed straight from the legs.⁶⁷ The same are by nature pleasing, reflective, of a goodly disposition, devout, just, uncouth, complaisant, labourers from twelve years, quarrelsome, dull. The stomach of these is small, they are quickly filled, forming many designs, prudent, niggardly towards themselves, liberal towards others, beneficent, of a slow⁶⁸ body: they are partly sorrowful, heedless as regards friendship, useful on account of mind, unfortunate.

Chapter XVII.-Type of Those Born Under Gemini.

Those who are born in Gemini will be of the following description: red countenance, size not very large, evenly proportioned limbs,⁶⁹ black eyes as if anointed with oil, cheeks turned down,⁷⁰ and large mouth, contracted eyebrows; they conquer all things, they retain whatever possessions they acquire,⁷¹ they are extremely rich, penurious, niggardly of what is peculiarly their own, profuse in the pleasures of women,⁷² equitable, musical, liars. And the same by nature are learned, reflective, inquisitive, arriving at their own decisions, concupiscent, sparing of what belongs to themselves, liberal, quiet, prudent, crafty, they form many designs, calculators, accusers, importunate, not prosperous, they are beloved by the fair sex, merchants; as regards friendship, not to any considerable extent useful.

Chapter XVIII.-Type of Those Born Under Cancer.

Those born in Cancer are of the following description: size not large, hair like a dog, of a reddish colour, small mouth, round head, pointed forehead, grey eyes, sufficiently beautiful, limbs somewhat varying. The same by nature are wicked, crafty, proficients in plans, insatiable, stingy, ungracious, illiberal, useless, forgetful; they neither restore what is another's, nor do they ask back what is their own;⁷³ as regards friendship, useful.

Chapter XIX.-Type of Those Born Under Leo.

Those born in Leo are of the following description: round head, reddish hair, huge wrinkled forehead, coarse ears, large development of neck, partly bald, red complexion, grey eyes, large jaws, coarse mouth, gross in the upper parts,⁷⁴ huge breast, the under limbs tapering. The same are by nature persons who allow nothing to interfere with their own decision, pleasing themselves, irascible, passionate, scorners, obstinate, forming no design, not loquacious,⁷⁵ indolent, making an improper use of leisure, familiar,⁷⁶ wholly abandoned to pleasures of women, adulterers, immodest, in faith untrue, importunate, daring, penurious, spoliators, remarkable; as regards fellowship, useful; as regards friendship,⁷⁷ useless.

Chapter XX.-Type of Those Born Under Virgo.

Those born in Virgo are of the following description: fair appearance, eyes not large, fascinating, dark, compact⁷⁸ eyebrows, cheerful, swimmers; they are, however, slight in frame,⁷⁹ beautiful in aspect, with hair prettily adjusted, large forehead, prominent nose. The same by nature are docile, moderate, intelligent, sportive, rational, slow to speak, forming many plans; in regard of a favour, importunate;⁸⁰ gladly observing everything; and well-disposed pupils, they master whatever they learn; moderate, scorners, victims of unnatural lusts, companionable, of a noble soul, despisers, careless in practical matters, attending to instruction, more honourable in what concerns others than what relates to themselves; as regards friendship, useful.

Chapter XXI.-Type of Those Born Under Libra.

Those born in Libra will be of the following description: hair thin, drooping, reddish and longish, forehead pointed (and) wrinkled, fair compact eyebrows, beautiful eyes, dark pupils, long thin ears, head inclined, wide mouth. The same by nature are intelligent, God-fearing, communicative to one another,⁸¹ traders, toilers, not retaining gain, liars, not of an amiable disposition, in business or principle true, free-spoken, beneficent, illiterate, deceivers, friendly, careless, (to whom it is not profitable to do any act of injustice);⁸² they are scorners, scoffers, satirical,⁸³ illustrious, listeners, and nothing succeeds with these; as regards friendship, useful.

Chapter XXII.-Type of Those Born Under Scorpio.

Those born in Scorpio are of the following description: a maidenish countenance, comely, pungent, blackish hair, well-shaped eyes, forehead not broad, and sharp nostril, small contracted ears, wrinkled foreheads, narrow eyebrows, drawn cheeks. The same by nature are crafty, sedulous, liars, communicating their particular designs to no one, of a deceitful spirit, wicked, scorners, victims to adultery, well-grown, docile; as regards friendship, useless.

Chapter XXIII.-Type of Those Born Under Sagittarius.

Those born in Sagittarius will be of the following description: great length, square forehead. profuse eyebrows, indicative of strength, well-arranged projection of hair, reddish (in complexion). The same by nature are gracious, as educated persons, simple, beneficent; given to unnatural lusts, companionable, toil-worn, lovers, beloved, jovial in their cups, clean, passionate, careless, wicked; as regards friendship, useless; scorners, with noble souls, insolent, crafty; for fellowship, useful.

Chapter XXIV.-Type of Those Born Under Capricorn.

Those born in Capricorn will be of the following description: reddish body, projection of greyish hair, round mouth,⁸⁴ eyes as of an eagle, contracted brows, open forehead, somewhat bald, in the upper parts of the body endued with more strength. The same by nature are philosophic, scorners, and scoffers at the existing state of things, passionate, persons that can make concessions, honourable, beneficent, lovers of the practice of music, passionate in their cups, mirthful, familiar, talkative, given to unnatural lusts, genial, amiable, quarrelsome lovers, for fellowship well disposed.

Chapter XXV.-Type of Those Born Under Aquarius.

Those born in Aquarius will be of the following description: square in size, of a diminutive body; sharp, small, fierce eyes; imperious, ungenial, severe, readily making acquisitions, for friendship and fellowship well disposed; moreover, for maritime⁸⁵ enterprises they make voyages, and perish. The same by nature are taciturn, modest, sociable, adulterers, penurious, practised in business,⁸⁶ tumultuous, pure, well-disposed, honourable, large eyebrows; frequently they are born in the midst of trifling events, but (in after life) follow a different pursuit; though they may have shown kindness to any one, still no one returns them thanks.

Chapter XXVI.-Type of Those Born Under Pisces.

Those born in Pisces will be of the following description: of moderate dimensions, pointed forehead like fishes, shaggy hair, frequently they become soon grey. The same by nature are of exalted soul, simple, passionate, penurious, talkative; in the first period of life they will be drowsy; they are desirous of managing business by themselves, of high repute, venturesome, emulous, accusers, changing their locality, lovers, dancers; for friendship, useful.

Chapter XXVII.-Futility of This Theory of Stellar Influence.

Since, therefore, we have explained the astonishing wisdom of these men, and have not concealed their overwrought art of divination by means of contemplation, neither shall I be silent as regards (undertakings) in the case of which those that are deceived act foolishly. For, comparing the forms and dispositions of men with names of stars, how impotent their system is! For we know that those originally conversant with such investigations have called the stars by names given in reference to propriety of signification and facility for future recognition. For what similarity is there of these (heavenly bodies) with the likeness of animals, or what community of nature as regards conduct and energy (is there ill the two cases), that one should allege that a person born in Leo should be irascible, and one born in Virgo moderate, or one born in Cancer wicked, but that those born in ...

Chapter XXVIII.⁸⁷ -System of the Magicians; Incantations of Demons; Secret Magical Rites.

... And (the sorcerer), taking (a paper), directs the inquirer⁸⁸ to write down with water whatever questions he may desire to have asked from the demons. Then, folding up the paper, and delivering it to the attendant, he sends him away to commit it to the flames, that the ascending smoke may waft the letters to demons. While, however, the attendant is executing this order, (the sorcerer) first removes equal portions of the paper, and on some more parts of it he pretends that demons write in Hebrew characters. Then burning an incense of the Egyptian magicians, termed Cyphi, he takes these (portions of paper) away, and places them near the incense. But (that paper) which the inquirer happens to have written (upon), having placed on the coals, he has burned. Then (the sorcerer), appearing to be borne away under divine influence, (and) hurrying into a corner (of the house), utters a loud and harsh cry, and unintelligible to all, ... and orders all those present to enter, crying out (at the same time), and invoking Phryn, or some other demon. But after passing into the house, and when those that were present stood side by side, the sorcerer, flinging the attendant upon a bed,⁸⁹ utters to him several words, partly in the Greek, and partly, as it were, the Hebrew language, (embodying) the customary incantations employed by the magicians. (The attendant), however, goes away⁹⁰ to make the inquiry. And within (the house), into a vessel full of water (the sorcerer) infusing copperas mixture, and melting the drug, having with it sprinkled the paper that forsooth had (the characters upon it) obliterated, he forces the latent and concealed letters to come once more into light; and by these he ascertains what the inquirer has written down. And if one write with copperas mixture likewise, and having ground a gall nut, use its vapour as a fumigator, the concealed letters would become plain. And if one write with milk, (and) then scorch the paper, and scraping it, sprinkle and rub (what is thus scraped off) upon the letters traced with the milk, these will become plain. And urine likewise, and sauce of brine, and juice of euphorbia, and of a fig, produce a similar result. But when (the sorcerer) has ascertained the question in this mode, he makes provision for the manner in which be ought to give the reply. And next he orders those that are present to enter, holding laurel branches and shaking them, and uttering cries, and invoking the demon Phryn. For also it becomes these to invoke him;⁹¹ and it is worthy that they make this request from demons, which they do not wish of themselves to put forward, having lost their minds. The confused noise, however, and the tumult, prevent them directing attention to those things which it is supposed (the sorcerer) does in secret. But what these are, the present is a fair opportunity for us to declare.

Considerable darkness, then, prevails. For the (sorcerer) affirms that it is impossible for mortal nature to behold divine things, for that to hold converse (with these mysteries) is sufficient. Making, however, the attendant lie down (upon the couch), head foremost, and placing by each side two of those little tablets, upon which had been inscribed in, forsooth, Hebrew characters, as it were names of demons, he says that (a demon) will deposit the rest in their ears. But this (statement) is requisite, in order that some instrument may be placed beside the ears of the attendant, by which it is possible that he signify everything which he chooses. First, however, he produces a sound that the (attendant) youth may be terrified; and secondly, he makes a humming noise; then, thirdly, he speaks⁹² through the instrument what he wishes the youth to say, and remains in expectation of the issue of the affair; next, he makes those present remain still, and directs the (attendant) to signify, what he has heard from the demons. But the instrument that is placed beside his ears is a natural instrument, viz., the windpipe of long-necked cranes, or storks, or swans. And if none of these is at hand, there are also some different artificial instruments (employed); for certain pipes of brass, ten in number, (and) fitting into one another, terminating in a narrow point, are adapted (for the purpose), and through these is spoken into the ear whatsoever the (magician) wishes. And the youth hearing these (words) with terror as uttered by demons, when ordered, speaks them out. If any one, however, putting around a stick a moist hide, and having dried it and drawn it together, close it up, and by removing the rod fashion the hide into the form of a pipe, he attains a similar end. Should any of these, however, be not at hand, he takes a book, and, opening it inside, stretches it out as far as he think requisite, (and thus) achieves the same result.

But if he knows beforehand that one is present who is about to ask a question, he is the more ready for all (contingencies). If, however, he may also previously ascertain the question, he writes (it) with the drug, and, as being prepared, he is considered⁹³ more skilful, on account of having clearly written out what is (about) being asked. If, however, he is ignorant of the question, he forms conjectures, and puts forth something capable of a doubtful and varied interpretation, in order that the oracular response, being originally unintelligible, may serve for numerous purposes, and in the issue of events the prediction may be considered correspondent with what actually occurs. Next, having filled a vessel with water, he puts down (into it) the paper, as if uninscribed, at the same time infusing along with it copperas mixture. For in this way the paper written upon floats⁹⁴ upwards (to the surface), bearing the response. Accordingly there ensue frequently to the attendant formidable fancies for also he strikes blows plentifully on the terrified (bystanders). For, casting incense into the fire, he again operates after the following method. Covering a lump of what are called "fossil salts" with Etruscan wax, and dividing the piece itself of incense into two parts, he throws in a grain of salt; and again joining (the piece) together, and placing it on the burning coals, he leaves it there. And when this is consumed, the salts, bounding upwards, create the impression of, as it were, a strange vision taking place. And the dark-blue dye which has been deposited in the incense produces a blood-red flame, as we have already declared. But (the sorcerer) makes a scarlet liquid, by mixing wax with alkanet, and, as I said, depositing the wax in the incense. And he makes the coals⁹⁵ be moved, placing underneath powdered alum; and when this is dissolved and swells up like bubbles, the coals are moved.

Chapter XXIX.-Display of Different Eggs.

But different eggs they display after this manner. Perforating the top at both ends, and extracting the white, (and) having again dipped it, throw in some minium and some writing ink. Close, however, the openings with refined scrapings of the eggs, smearing them with fig-juice.

Chapter XXX.-Self-Slaughter of Sheep.

By those who cause sheep to cut off their own heads, the following plan is adopted. Secretly smearing the throat (of the animal) with a cauterizing drug, he places a sword near, and leaves it there.⁹⁶ The sheep, desirous of scratching himself, rushes against the blade, and in the act of rubbing is slaughtered, while the head is almost severed from the trunk. There is, however, a compound of the drug, bryony and salt and squills, made up in equal parts. In order that the person bringing the drug may escape notice, he carries a box with two compartments constructed of horn, the visible one of which contains frankincense, but the secret one (the aforesaid) drug. He, however, likewise insinuates into the ears of the sheep about to meet death quicksilver; but this is a poisonous drug.

Chapter XXXI.-Method of Poisoning Goats.

And if one smear⁹⁷ the ears of goats over with cerate, they say that they expire a little afterwards, by having their breathing obstructed. For this to them is the way-as these affirm-of their drawing their breath in an act of respiration. And a ram, they assert, dies,⁹⁸ if one bends back (its neck)⁹⁹ opposite the sun. And they accomplish the burning of a house, by daubing it over with the juice of a certain fish called dactylus. And this effect, which it has by reason of the sea-water, is very useful. Likewise foam of the ocean is boiled in an earthen jar along with some sweet ingredients; and if you apply a lighted candle to this while in a seething state, it catches the fire and is consumed; and (yet though the mixture) be poured upon the head, it does not bum it at all. If, however, you also smear it over with heated resin,¹⁰⁰ it is consumed far more effectually. But he accomplishes his object better still, if also he takes some sulphur.

Chapter XXXII.-Imitations of Thunder, and Other Illusions.

Thunder is produced in many ways; for stones very numerous and unusually large, being rolled downwards along wooden planks, fall upon plates of brass, and cause a sound similar to thunder. And also around the thin plank with which carders thicken cloth, they coil a thin rope; and then drawing away the cord with a whiff, they spin the plank round, and in its revolution it emits a sound like thunder. These farces, verily, are played off thus.

There are, however, other practices which I shall explain, which those who execute these ludicrous performances estimate as great exploits. Placing a cauldron full of pitch upon burning coals, when it boils up, (though) laying their hands down upon it, they are not burned; nay, even while walking on coals of fire with naked feet, they are not scorched. But also setting a pyramid of stone on a hearth, (the sorcerer) makes it get on fire, and from the mouth it disgorges a volume of smoke, and that of a fiery description. Then also putting a linen cloth upon a pot of water, throwing on (at the same time) a quantity of blazing coals, (the magician) keeps the linen cloth unconsumed. Creating also darkness in the house, (the sorcerer) alleges that he can introduce gods or demons; and if any requires him to show Aesculapius, he uses an invocation couched in the following words:-

"The child once slain, again of Phoebus deathless made,

I call to come, and aid my sacrificial rites;

Who, also, once the countless tribes of fleeting dead,

In ever-mournful homes of Tartarus wide,

The fatal billow breasting, and the inky¹⁰¹ flood

Surmounting, where all of mortal mould must float,

Torn, beside the lake, with endless¹⁰² grief and woe,

Thyself didst snatch from gloomy Proserpine.

Or whether the seat of Holy Thrace thou haunt, or lovely

Pergamos, or besides Ionian Epidaurus,

The chief of seers, O happy God, invites thee here."

Chapter XXXIII.-The Burning Aesculapius; Tricks with Fire.

But after he discontinues uttering these jests, a fiery Aesculapius¹⁰³ appears upon the floor. Then, placing in the midst a pot full of water, he invokes all the deities, and they are present. For any one who is by, glancing into the pot, will behold them all, and Diana leading on her baying hounds. We shall not, however, shrink from narrating the account (of the devices) of these men, how they attempt (to accomplish their jugglery). For (the magician) lays his hand upon the cauldron of pitch,¹⁰⁴ which is in, as it were, a boiling state; and throwing in (at the same time) vinegar and nitre and moist pitch, he kindles a fire beneath the cauldron. The vinegar, however, being mixed along with the nitre, on receiving a small accession of heat, moves the pitch, so as to cause bubbles to rise to the surface, and afford the mere semblance of a seething (pot). The (sorcerer), however, previously washes his hands frequently in brine; the consequence being, that the contents of the cauldron do not in any wise, though in reality boiling, burn him very much. But if, having smeared his hands with a tincture of myrtle¹⁰⁵ and nitre and myrrh, along with vinegar, he wash them in brine frequently, he is not scorched: and he does not burn his feet, provided he smear them with isinglass and a salamander.

As regards, however, the burning like a taper of the pyramid, though composed of stone, the cause of this is the following. Chalky earth is fashioned into the shape of a pyramid, but its colour is that of a milk-white stone, and it is prepared after this fashion. Having anointed the piece of clay with plenty of oil, and put it upon coals, and baked it, by smearing it afresh, and scorching it a second and third time, and frequently, (the sorcerer) contrives that it can be burned, even though he should plunge it in water; for it contains in itself abundance of oil. The hearth, however, is spontaneously kindled, while the magician pours out¹⁰⁶ a libation, by having time instead of ashes burning underneath, and refined frankincense and a large quantity of tow,¹⁰⁷ and a bundle¹⁰⁸ of anointed tapers and of gall nuts, hollow within, and supplied with (concealed) fire. And after some delay, (the sorcerer) makes (the pyramid) emit smoke from the mouth, by both putting fire in the gall nut, and encircling it with tow, and blowing into the mouth. The linen cloth, however, that has been placed round the cauldron, (and) on which he deposits the coals, on account of the underlying brine, would not be burned; besides, that it has itself been washed in brine, and then smeared with the white of an egg, along with moist alum. And if, likewise, one mix in these the juice of house-leek along with vinegar, and for a long time previously smear it (with this preparation), after being washed in this drug, it continues altogether fire-proof.

Chapter XXXIV.-The Illusion of the Sealed Letters; Object in Detailing These Juggleries.