Chapter XLVI: A domestic picture is given, an interior, with the (7)

Wine at two millions of dollars a bottle is a drink that in expense would rival the luxurious taste of barbaric splendor, when priceless pearls were thrown into the wine-cup to give a rich flavor to its contents; yet that there is such a costly beverage, is a fixed fact. In the Rose apartment (so called from a bronze bas-relief) of the ancient cellar under the Hotel de Ville in the city of Bremen is the famous Rosenwein, deposited there nearly two centuries and a half ago. There were twelve large cases, each bearing the name of one of the apostles; and the wine of Judas, despite the reprobation attached to his name, is to this day more highly esteemed than the others. One case of the wine, containing five oxhoft of two hundred and four bottles, cost five hundred rix-dollars in 1624. Including the expenses of keeping up the cellar, and of the contributions, interests of the amounts, and interests upon interests, an oxhoft costs at the present time 555,657,640 rix-dollars, and consequently a bottle is worth 2,723,812 rix-dollars; a glass, or the eighth part of a bottle, is worth 340,476 rix-dollars, or $272,380; or at the rate of 540 rix-dollars, or $272, per drop. A burgomaster of Bremen is privileged to have one bottle whenever he entertains a distinguished guest who enjoys a German or European reputation. The fact illustrates the operation of interest, if it does not show the cost of luxury.

CAPACIOUS BEER-CASKS.

A few years before Mr. Thrale’s death, which happened in 1781, an emulation arose among the brewers to exceed each other in the size of their casks for keeping beer to a certain age,—probably, says Sir John Hawkins, taking the hint from the tun at Heidelberg, of which the following is a description:

At Heidelberg, on the river Neckar, near its junction with the Rhine, in Germany, there was a tun or wine-vessel constructed in 1343, which contained twenty-one pipes. Another was made, or the one now mentioned rebuilt, in 1664, which held six hundred hogsheads, English measure. This was emptied, and knocked to pieces by the French, in 1688. But a new and larger one was afterwards fabricated, which held eight hundred hogsheads. It was formerly kept full of the best Rhenish wine, and the Electors have given many entertainments on its platform; but this convivial monument of ancient hospitality is now, says Mr. Walker, but a melancholy, unsocial, solitary instance of the extinction of hospitality: it moulders in a damp vault, quite empty.

The celebrated tun at Königstein is said to be the most capacious cask in the world,—holding 1,869,236 pints. The top is railed in, and it affords room for twenty people to regale themselves. There are also several kinds of welcome-cups, which are offered to strangers, who are invited by a Latin inscription to drink to the prosperity of the whole universe. This enormous tun was built in 1725, by Frederick Augustus, King of Poland and Elector of Saxony, who, in the inscription just mentioned, is styled “the father of his country, the Titus of his age, and the delight of mankind.”

Dr. Johnson once mentioned that his friend Thrale had four casks so large that each of them held one thousand hogsheads. But Mr. Meux, of Liquorpond Street, Gray’s Inn Lane, could, according to Mr. Pennant, show twenty-four vessels containing in all thirty-five thousand barrels: one alone held four thousand five hundred barrels; and in the year 1790 this enterprising brewer built another, containing nearly twelve thousand barrels, valued at about £20,000. A dinner was given to two hundred people at the bottom of it, and two hundred more joined the company to drink success to this unrivalled vat.

DIFFERENCE BETWEEN THE ENGLISH POETS.

Chaucer describes men and things as they _are_; Shakspeare, as they _would be_ under the circumstances supposed; Spenser, as we would _wish_ them to be; Milton, as they _ought_ to be; Byron, as they ought _not_ to be; and Shelley, as they never _can_ be.

PERILS OF PRECOCITY.

Baillet mentions one hundred and sixty-three children endowed with extraordinary talents, among whom few arrived at an advanced age. The two sons of Quintilian so vaunted by their father did not reach their tenth year. Hermogenes, who at the age of fifteen taught rhetoric to Marcus Aurelius, who triumphed over the most celebrated rhetoricians of Greece, did not die at an early age, but at twenty-four lost his faculties and forgot all he had previously acquired. Pico di Mirandola died at thirty-two; Johannus Secundus at twenty-five, having at the age of fifteen composed admirable Greek and Latin verses and become profoundly versed in jurisprudence and letters. Pascal, whose genius developed itself when ten years old, did not attain the third of a century. In 1791, a child was born at Lubeck, named Henri Heinneken, whose precocity was miraculous. At ten months of age he spoke distinctly, at twelve learned the Pentateuch by rote, and at fourteen months was perfectly acquainted with the Old and New Testament. At two years he was as familiar with geography and ancient history as the most erudite authors of antiquity. In the ancient and modern languages he was a proficient. This wonderful child was unfortunately carried off in his fourth year.

THE BLACK HOLE AT CALCUTTA.

This celebrated place of confinement was only eighteen feet by eighteen, containing, therefore, three hundred and twenty-four square feet. When Fort William was taken, in 1756, by Surajah Dowla, Nabob of Bengal, one hundred and forty-six persons were shut up in the Black Hole. The room allowed to each person a space of twenty-six and a half inches by twelve inches, which was just sufficient to hold them without their pressing violently on each other. To this dungeon there was but one small grated window, and, the weather being very sultry, the air within could neither circulate nor be changed. In less than an hour, many of the prisoners were attacked with extreme difficulty of breathing; several were delirious; and the place was filled with incoherent ravings, in which the cry for water was predominant. This was handed them by the sentinels, but without the effect of allaying their thirst. In less than four hours, many were suffocated, or died in violent delirium. In five hours, the survivors, except those at the grate, were frantic and outrageous. At length most of them became insensible. Eleven hours after they were imprisoned, twenty-three only, of the one hundred and forty-six, came out alive, and those were in a highly-putrid fever, from which, however, by fresh air and proper attention, they gradually recovered.

STONE BAROMETER.

A Finland newspaper mentions a stone in the northern part of Finland, which serves the inhabitants instead of a barometer. This stone, which they call Ilmakiur, turns black, or blackish gray, when it is going to rain, but on the approach of fine weather it is covered with white spots. Probably it is a fossil mixed with clay, and containing rock-salt, nitre, or ammonia, which, according to the greater or less degree of dampness of the atmosphere, attracts it, or otherwise. In the latter case the salt appears, forming the white spots.

BITTERNESS OF STRYCHNIA.

Strychnia, the active principle of the Nux Vomica bean, which has become so famous in the annals of criminal poisoning, is so intensely bitter that it will impart a sensibly bitter taste to six hundred thousand times its weight of water.

SALT, AS A LUXURY.

Mungo Park describes salt as “the greatest of all luxuries in Central Africa.” Says he, “It would appear strange to a European to see a child suck a piece of rock-salt, as if it were sugar. This, however, I have frequently seen; although in the inland parts the poorer class of inhabitants are so very rarely indulged with this precious article, that to say a man eats salt with his victuals is the same as saying that he is a rich man. I have myself suffered great inconvenience from the scarcity of this article. The long-continued use of vegetable food creates so painful a longing for salt, that no words can sufficiently describe it.”

SINGULAR CHANGE OF TASTE.

The sense by which we appreciate the sweetness of bodies is liable to singular modifications. Thus, the leaves of the _Gymnema sylvestre_,—a plant of Northern India,—when chewed, take away the power of tasting sugar for twenty-four hours, without otherwise injuring the general sense of taste.

BLUNDERS OF PAINTERS.

Tintoret, an Italian painter, in a picture of the Children of Israel gathering manna, has taken the precaution to arm them with the modern invention of guns. Cigoli painted the aged Simeon at the circumcision of the infant Saviour; and as aged men in these days wear spectacles, the artist has shown his sagacity by placing them on Simeon’s nose. In a picture by Verrio of Christ healing the sick, the lookers-on are represented as standing with periwigs on their heads. To match, or rather to exceed, this ludicrous representation, Durer has painted the expulsion of Adam and Eve from the Garden of Eden by an angel in a dress fashionably trimmed with flounces. The same painter, in his scene of Peter denying Christ, represents a Roman soldier very comfortably smoking a pipe of tobacco. A Dutch painter, in a picture of the Wise Men worshipping the Holy Child, has drawn one of them in a large white surplice, and in boots and spurs, and he is in the act of presenting to the child a model of a Dutch man-of-war. In a Dutch picture of Abraham offering up his son, instead of the patriarch’s “stretching forth his hand and taking the knife,” as the Scriptures inform us, he is represented as using a more effectual and modern instrument: he is holding to Isaac’s head a _blunderbuss_. Berlin represents in a picture the Virgin and Child listening to a violin; and in another picture he has drawn King David playing the harp at the marriage of Christ with St. Catherine. A French artist has drawn, with true French taste, the Lord’s Supper, with the table ornamented with tumblers filled with cigar-lighters; and, as if to crown the list of these absurd and ludicrous anachronisms, the garden of Eden has been drawn with Adam and Eve in all their primeval simplicity and virtue, while near them, in full costume, is seen a hunter with a gun, shooting ducks.

MINUTE MECHANISM.

There is a cherry-stone at the Salem (Mass.) Museum, which contains one dozen silver spoons. The stone itself is of the ordinary size; but the spoons are so small that their shape and finish can only be well distinguished by the microscope. Here is the result of immense labor for no decidedly useful purpose; and there are thousands of other objects in the world fashioned by ingenuity, the value of which, in a utilitarian sense, may be said to be quite as indifferent. Dr. Oliver gives an account of a cherry-stone on which were carved one hundred and twenty-four heads, so distinctly that the naked eye could distinguish those belonging to popes and kings by their mitres and crowns. It was bought in Prussia for fifteen thousand dollars, and thence conveyed to England, where it was considered an object of so much value that its possession was disputed, and it became the object of a suit in chancery. One of the Nuremberg toy-makers enclosed in a cherry-stone, which was exhibited at the French Crystal Palace, a plan of Sevastopol, a railway-station, and the “Messiah” of Klopstock. In more remote times, an account is given of an ivory chariot, constructed by Mermecides, which was so small that a fly could cover it with his wing; also a ship of the same material, which could be hidden under the wing of a bee! Pliny, too, tells us that Homer’s Iliad, with its fifteen thousand verses, was written in so small a space as to be contained in a nutshell; while Elian mentions an artist who wrote a distich in letters of gold, which he enclosed in the rind of a kernel of corn. But the Harleian MS. mentions a greater curiosity than any of the above, it being nothing more nor less than the Bible, written by one Peter Bales, a chancery clerk, in so small a book that it could be enclosed within the shell of an English walnut. Disraeli gives an account of many other exploits similar to the one of Bales. There is a drawing of the head of Charles II. in the library of St. John’s College, Oxford, wholly composed of minute written characters, which at a small distance resemble the lines of an engraving. The head and the ruff are said to contain the book of Psalms, in Greek, and the Lord’s Prayer. In the British Museum is a portrait of Queen Anne, not much larger than the hand. On this drawing are a number of lines and scratches, which, it is asserted, comprise the entire contents of a thin folio. The modern art of Photography is capable of effecting wonders in this way. We have before us the Declaration of Independence, containing seven thousand eight hundred letters, on a space not larger than the head of a pin, which, when viewed through a microscope, may be read distinctly.

THE RATIO OF THE DIAMETER TO THE CIRCUMFERENCE.

The proportion of the diameter of a circle to its circumference has never yet been exactly ascertained. Nor can a square or any other right-lined figure be found that shall be equal to a given circle. This is the celebrated problem called the squaring of the circle, which has exercised the abilities of the greatest mathematicians for ages and been the occasion of so many disputes. Several persons of considerable eminence have, at different times, pretended that they had discovered the exact quadrature; but their errors have readily been detected; and it is now generally looked upon as a thing impossible to be done.

But though the relation between the diameter and circumference cannot be accurately expressed in known numbers, it may yet be approximated to any assigned degree of exactness. And in this manner was the problem solved, about two thousand years ago, by the great Archimedes, who discovered the proportion to be nearly as seven to twenty-two. The process by which he effected this may be seen in his book _De Dimensione Circuli_. The same proportion was also discovered by Philo Gadarensis and Apollonius Pergeus at a still earlier period, as we are informed by Eutocius.

The proportion of Vieta and Metius is that of one hundred and thirteen to three hundred and fifty-five, which is a little more exact than the former. It was derived from the pretended quadrature of a M. Van Eick, which first gave rise to the discovery.

But the first who ascertained this ratio to any great degree of exactness was Van Ceulen, a Dutchman, in his book _De Circulo et Adscriptis_. He found that if the diameter of a circle was 1, the circumference would be 3·141592653589793238462643383279502884 nearly; which is exactly true to thirty-six places of decimals, and was effected by the continual bisection of an arc of a circle, a method so extremely troublesome and laborious that it must have cost him incredible pains. It is said to have been thought so curious a performance that the numbers were cut on his tombstone in St. Peter’s churchyard, at Leyden.

But since the invention of fluxions, and the summation of infinite series, several methods have been discovered for doing the same thing with much more ease and expedition. Euler and other eminent mathematicians have by these means given a quadrature of the circle which is true to more than one hundred places of decimals,—a proportion so extremely near the truth that, unless the ratio could be completely obtained, we need not wish for a greater degree of accuracy.

MATHEMATICAL PRODIGIES.

They with the pen or pencil problems solved;
He, with no aid but wondrous memory.

Prominent among the precocious mathematicians of the present day is a colored boy in Kentucky, named William Marcy, whose feats in mental arithmetic are truly wonderful. His powers of computation appear to be fully equal to those of Bidder, Buxton, Grandimange, Colburn, or Safford. He can multiply or divide millions by thousands in a few minutes from the time the figures are given to him, and always with the utmost exactness. Recently, in the presence of a party of gentlemen, he added a column of figures, _eight_ in a line, and _one hundred and eighty_ lines, making the sum total of several millions, within _six minutes_. The feat was so astounding, and apparently incredible, that several of the party took off their coats, and, dividing the sum, went to work, and in two hours after they commenced produced identically the same answers. The boy is not quite seventeen years of age; he cannot read nor write, and in every other branch of an English education is entirely deficient. It is worthy of remark that mathematics is the only department of science in which such feats of imbecile minds can be achieved. The supposition would not, _a priori_, be admissible; but frequent facts prove it. A negro, a real idiot, was not long since reported in Alabama, who could beat this Kentuckian in figures, but could scarcely do any thing else worthy of a human intellect. Precocious mathematicians, not imbecile, have usually turned out poorly; few of them, like Pascal, have shown any general capacity. These facts suggest inferences unfortunate for mathematical genius, if not for mathematical studies. They have sublime relations, in their “mixed” form, with our knowledge of the universe; but their relations to genius—to human sentiments and sensibilities—to the moral and ideal in humanity,—are, to say the least, quite equivocal. The calculating power alone would seem to be the least of human qualities, and to have the smallest amount of reason in it; since a machine like Babbage’s can be made to do the work of three or four calculators, and better than any of them.

EXTRAORDINARY MEMORY.

Lipsius made this offer to a German prince:—Sit here with a poniard, and if in repeating _Tacitus_ from beginning to end I miss a single word, stab me. I will freely bare my breast for you to strike.

Muretus tells us of a young Corsican, a law-student at Padua, who could, without hesitation, repeat thirty-six thousand Latin, Greek, or barbarous words, significant or insignificant, upon once hearing them. Muretus himself tested his wonderful memory, and avers all alleged respecting it to be strictly true.

Mr. Carruthers, in the course of a lecture on Scottish history mentioned an instance of Sir Walter Scott’s wonderful memory: “I have heard Campbell relate how strongly Scott was impressed with his (Campbell’s) poem of _Lochiel’s Warning_. ‘I read it to him in manuscript,’ he said; ‘he then asked to read it over himself, which he did slowly and distinctly, after which he handed to me the manuscript, saying, ‘Take care of your copyright, for I have got your poem by heart,’ and with only these two readings he repeated the poem with scarcely a mistake.’ Certainly an extraordinary instance of memory, for the piece contains eighty-eight lines. The subject, however, was one which could not fail powerfully to arrest Scott’s attention, and versification and diction are such as are easily caught up and remembered.”

SILENT COMPLIMENT.

While an eloquent clergyman was addressing a religious society, he intimated, more than once, that he was admonished to conclude by the lateness of the hour. His discourse, however, was so attractive that some ladies in the gallery covered the clock with their shawls.

SELF-IMMOLATION.

Comyn, Bishop of Durham, having quarrelled with his clergy, they mixed poison with the wine of the Eucharist, and gave it to him. He perceived the poison, but yet, with misguided devotion, he drank it and died.

THE NEED OF PROVIDENCE.

Cecil says in his _Remains_:—We require the same hand to protect us in apparent safety as in the most imminent and palpable danger. One of the most wicked men in my neighborhood was riding near a precipice and fell over: his horse was killed, but he escaped without injury. Instead of thanking God for his deliverance, he refused to acknowledge the hand of God in it, but attributed his escape to chance. The same man was afterwards riding on a very smooth road: his horse suddenly fell and threw his rider over his head, and killed him on the spot, while the horse escaped unhurt.

The Fancies of Fact.-§Continued§

DIMENSIONS OF HEAVEN.

And he measured the city with the reed, twelve thousand furlongs. The
length, and the breadth, and the height of it are equal.—Rev. xxi. 16.

Twelve thousand furlongs, 7,920,000 feet, which being cubed, 496,793,088,000,000,000,000 cubic feet. Half of this we will reserve for the Throne of God and the Court of Heaven, and half the balance for streets, leaving a remainder of 124,198,272,000,000,000,000 cubic feet. Divide this by 4,096, the cubical feet in a room sixteen feet square, and there will be 30,321,843,750,000,000 rooms.

We will now suppose the world always did and always will contain 990,000,000 inhabitants, and that a generation lasts for 33⅓ years, making in all 2,970,000,000 every century, and that the world will stand 100,000 years, or 1,000 centuries, making in all 2,970,000,000,000 inhabitants. Then suppose there were one hundred worlds equal to this in number of inhabitants and duration of years, making a total of 297,000,000,000,000 persons, and there would be more than a hundred rooms sixteen feet square for each person.

THE COST OF SOLOMON’S TEMPLE.

According to the computation of Villalpandus, the talents of gold, silver, and brass, used in the construction of the Temple, amounted to £6,879,822,500. The jewels are reckoned to have exceeded this sum; but, for the sake of an estimate, let their value be set down at the same amount. The vessels of gold (_vasa aurea_) consecrated to the use of the Temple are reckoned by Josephus at 140,000 talents, which, according to Capel’s reduction, are equal to £545,296,203. The vessels of silver (_vasa argentea_) are computed at 1,340,000 talents, or £489,344,000. The silk vestments of the priests cost £10,000; the purple vestments of the singers, £2,000,000. The trumpets amounted to £200,000; other musical instruments to £40,000. To these expenses must be added those of the other materials, the timber and stone, and of the labor employed upon them, the labor being divided thus: there were 10,000 men engaged at Lebanon in hewing timber (_silvicidæ_); there were 70,000 bearers of burdens (_vectores_); 20,000 hewers of stone (_lapicidinæ_); and 3,300 overseers (_episcopi_); all of whom were employed for seven years, and upon whom, besides their wages and diet, Solomon bestowed £6,733,977 (_donum Solomonis_). If the daily food and wages of each man be estimated at 4_s._ 6_d._, the sum total will be £93,877,088. The costly stone and the timber in the rough may be set down as at least equal to one-third of the gold, or about £2,545,296,000. The several estimates will then amount to £17,442,442,268, or $77,521,965,636.

THE NUMBER SEVEN.

In the year 1502 there was printed at Leipsic a work entitled _Heptalogium Virgilii Salsburgensis_, in honor of the number seven. It consists of seven parts, each consisting of seven divisions. In 1624 appeared in London a curious work on the subject of numbers, bearing the following title: _The Secrets of Numbers, according to Theological, Arithmetical, Geometrical, and Harmonical Computation; drawn, for the better part, out of those Ancients, as well as Neoteriques. Pleasing to read, profitable to understand, opening themselves to the capacities of both learned and unlearned; being no other than a key to lead men to any doctrinal knowledge whatsoever_. In the ninth chapter the author has given many notable opinions from learned men, to prove the excellency of the number _seven_. “First, it neither begets nor is begotten, according to the saying of Philo. Some numbers, indeed, within the compass of ten, beget, but are not begotten; and that is the unarie. Others are begotten, but beget not; as the octonarie. Only the septenarie, having a prerogative above them all, neither begetteth nor is begotten. This is its first divinity or perfection. Secondly, this is a harmonical number, and the well and fountain of that fair and lovely _Digamma_, because it includeth within itself all manner of harmony. Thirdly, it is a theological number, consisting of perfection. Fourthly, because of its compositure; for it is compounded of the first two perfect numbers equal and unequal,—three and four; for the number two, consisting of repeated unity, which is no number, is not perfect. Now, every one of these being excellent of themselves, (as hath been demonstrated,) how can this number be but far more excellent, consisting of them all, and participating, as it were, of all their excellent virtues?”

Hippocrates says that the septenary number by its occult virtue tends to the accomplishment of all things, is the dispenser of life and fountain of all its changes; and, like Shakspeare, he divides the life of man into seven ages. In seven months a child may be born and live, and not before. Anciently a child was not named before seven days, not being accounted fully to have life before that periodical day. The teeth spring out in the seventh month, and are renewed in the seventh year, when infancy is changed into childhood. At thrice seven years the faculties are developed, manhood commences, and we become legally competent to all civil acts; at four times seven man is in the full possession of his strength; at five times seven he is fit for the business of the world; at six times seven he becomes grave and wise, or never; at seven times seven he is in his apogee, and from that time he decays. At eight times seven he is in his first climacteric; at nine times seven, or sixty-three, he is in his grand climacteric, or year of danger; and ten times seven, or threescore years and ten, has, by the Royal Prophet, been pronounced the natural period of human life.

In six days creation was perfected, and the seventh was consecrated to rest. On the seventh of the seventh month a holy observance was ordained to the children of Israel, who feasted seven days and remained seven days in rest; the seventh year was directed to be a sabbath of rest for all things; and at the end of seven times seven years commenced the grand Jubilee; every seventh year the land lay fallow; every seventh year there was a general release from all debts, and all bondsmen were set free. From this law may have originated the custom of binding young men to seven years’ apprenticeship, and of punishing incorrigible offenders by transportation for seven, twice seven, or three times seven years. Every seventh year the law was directed to be read to the people; Jacob served seven years for the possession of Rachel, and also another seven years. Noah had seven days’ warning of the flood, and was commanded to take the fowls of the air into the ark by sevens, and the clean beasts by sevens. The ark touched the ground on the seventh month; and in seven days a dove was sent, and again in seven days after. The seven years of plenty and seven years of famine were foretold in Pharaoh’s dreams by the seven fat and the seven lean beasts, and the seven ears of full corn and the seven ears of blasted corn. The young animals were to remain with the dam seven days, and at the close of the seventh taken away. By the old law, man was commanded to forgive his offending brother seven times; but the meekness of the last revealed religion extended his humility and forbearance to seventy times seven times. “If Cain shall be revenged sevenfold, truly Lamech seventy times seven.” In the destruction of Jericho, seven priests bore seven trumpets seven days, and on the seventh day surrounded the walls seven times, and after the seventh time the walls fell. Balaam prepared seven bullocks and seven rams for a sacrifice; Laban pursued Jacob seven days’ journey; Job’s friends sat with him seven days and seven nights, and offered seven bullocks and seven rams as an atonement for their wickedness; David, in bringing up the ark, offered seven bullocks and seven rams; Elijah sent his servant seven times to look for the cloud; Hezekiah, in cleansing the temple, offered seven bullocks and seven rams and seven he-goats for a sin-offering. The children of Israel, when Hezekiah took away the strange altars, kept the feast of unleavened bread seven days, and then again another seven days. King Ahasuerus had seven chamberlains, a seven days’ feast, and sent for the queen on the seventh day; and in the seventh year of his reign she was taken to him. Queen Esther had seven maids to attend her. Solomon was seven years building the temple, at the dedication of which he feasted seven days; in the tabernacle were seven lamps; seven days were appointed for an atonement upon the altar, and the priest’s son was ordained to wear his father’s garment seven days; the children of Israel ate unleavened bread seven days; Abraham gave seven ewe-lambs to Abimelech as a memorial for a well; Joseph mourned seven days for Jacob. The rabbins say God employed the power of answering this number to perfect the greatness of Samuel, his name answering the value of the letters in the Hebrew word, which signifies seven,—whence Hannah, his mother, in her thanks, says “that the barren had brought forth the seventh.” In Scripture are enumerated seven resurrections,—the widow’s son, by Elias; the Shunamite’s son, by Elisha; the soldier who touched the bone of the prophet; the daughter of the ruler of the synagogue; the widow’s son of Nain; Lazarus, and our blessed Lord. Out of Mary Magdalene were cast seven devils. The apostles chose seven deacons. Enoch, who was translated, was the seventh after Adam, and Jesus Christ the seventy-seventh in a direct line. Our Saviour spoke seven times from the cross, on which he remained seven hours; he appeared seven times; after seven times seven days he sent the Holy Ghost. In the Lord’s Prayer are seven petitions, expressed in seven times seven words, omitting those of mere grammatical connection. Within this number are contained all the mysteries of the Apocalypse revealed to the seven churches of Asia; there appeared seven golden candlesticks and seven stars that were in the hand of Him that was in the midst; seven lamps, being the seven spirits of God; the book with seven seals; seven kings; seven thunders; seven thousand men slain; the dragon with seven heads, and the seven angels bearing seven vials of wrath; the vision of Daniel seventy weeks. The fiery furnace was made seven times hotter for Shadrach, Meshach, and Abednego; Nebuchadnezzar ate the grass of the field seven years. The elders of Israel were seventy. There are also numbered seven heavens, seven planets, seven stars, seven wise men, seven champions of Christendom, seven notes in music, seven primary colors, seven deadly sins, seven sacraments in the Roman Catholic Church, and seven wonders of the world. The seventh son was considered as endowed with pre-eminent wisdom; the seventh son of a seventh son is still thought by some to possess the power of healing diseases spontaneously. Perfection is likened to gold seven times purified in the fire; and we yet say, “you frighten me out of my seven senses.” There were seven chiefs before Thebes. The blood was to be sprinkled seven times before the altar; Naaman was to be dipped seven times in Jordan; Apuleius speaks of the dipping of the head seven times in the sea for purification. In all solemn rites of purgation, dedication, and consecration, the oil or water was seven times sprinkled. The house of wisdom, in Proverbs, had seven pillars.

THE NUMBER THREE.

When the world was created, we find land, water, and sky; sun, moon, and stars. Noah had but three sons; Jonah was three days in the whale’s belly; our Saviour passed three days in the tomb. Peter denied his Saviour thrice. There were three patriarchs, Abraham, Isaac, and Jacob. Abraham entertained three angels. Samuel was called three times. “Simon, lovest thou me?” was repeated three times. Daniel was thrown into a den with three lions, for praying three times a day. Shadrach, Meshach, and Abednego were rescued from the flames of the oven. The Commandments were delivered on the third day. Job had three friends. St. Paul speaks of faith, hope, and charity, these three. Those famous dreams of the baker and butler were to come to pass in three days; and Elijah prostrated himself three times on the body of the dead child. Samson deceived Delilah three times before she discovered the source of his strength. In mythology there were three graces; Cerberus with his three heads; Neptune holding his three-toothed staff; the Oracle of Delphi cherished with veneration the tripod; and the nine Muses sprang from three. The witches in Macbeth ask, “When shall we three meet again?” The Pope’s tiara is triple. We have morning, noon, and night; fish, flesh, and fowl; water, ice, and snow. Trees group their leaves in threes; there is three-leaved clover. What could be done in mathematics without the aid of the triangle? witness the power of the wedge; and in logic three propositions are indispensable. It is a common phrase that “three is a lucky number.” Life stands on a tripod, the feet of which are the circulation, respiration, and innervation; death is therefore the result of a failure in the heart, the lungs, or the brain. Finally, there is earth, heaven, and hell; and above all, the Holy Trinity.

THE NUMBER NINE.

The singular properties of the number nine are well known to arithmeticians. The following is one of the most interesting. If the cardinal numbers from 1 to 9 inclusive, omitting 8, be used as a multiplicand, and any one of them multiplied by 9 be used as a multiplier, the result will present a succession of figures the same as that multiplied by the 9. For example, if we wish a series of fives, we take 5 times 9, equal to 45, for a multiplier:—

1 2 3 4 5 6 7 9
4 5
—————————————————
6 1 7 2 8 3 9 5
4 9 3 8 2 7 1 6
—————————————————
5 5 5 5 5 5 5 5 5

A similar result will be obtained by using all the other numbers, including 8 (72); but the 8 must in all cases be omitted in the multiplicand.

CHANGES OF THE KALEIDOSCOPE.

The following curious calculation has been made of the number of changes which this wonderful instrument will admit:—

Supposing the instrument to contain twenty small pieces of glass, &c., and that you make ten changes in each minute, it will take the inconceivable space of 462,880,899,576 years and 360 days to go through the immense variety of changes it is capable of producing,—amounting (according to our frail idea of the nature of things) to an eternity, Or, if you take only twelve small pieces, and make ten changes in each minute, it will then take 33,264 days, or 91 years and 49 days, to exhaust its variations. However exaggerated this statement may appear to some, it is actually the case.

NOAH’S ARK AND THE GREAT EASTERN STEAMSHIP.

The following comparison between the size of Noah’s Ark and the Leviathan (Great Eastern), both being considered in point of tonnage, after the old law for calculating the tonnage, exhibits a remarkable similarity. The sacred cubit, as stated by Sir Isaac Newton, is 20·625 English inches; by Bishop Wilkins at 21·88 inches. According to these authorities, the dimensions will be as follows:—

SIR I. NEWTON. BP. WILKINS. GR. EASTERN. _Feet._ _Feet._ _Feet._ Length between perpendiculars 515·62 547·00 680 Breadth 84·94 91·16 83 Depth 51·56 54·70 60 Keel, or length for tonnage 464·08 492·31 630 Tonnage according to old law 18,231 58–94 21,761 50–94 23,092 25–94.

DIVERSITY OF COLORS.

In a very amusing work of the celebrated Goethe, entitled _Winkelmann und sein Jahrhundert_, it is stated that about fifteen thousand varieties of color are employed by the workers of mosaic in Rome, and that there are fifty shades of each of these varieties, from the deepest to the palest, thus affording seven hundred and fifty thousand tints, which the artist can distinguish with the greatest facility. It might be imagined that with the command of seven hundred and fifty thousand tints of colors, the most varied and beautiful painting could be perfectly imitated; yet this is not the case, for the mosaic-workers find a lack of tints, even amid this astonishing variety.

AEROLITES.

Meteoric stones, in single masses and in showers, have fallen from the atmosphere at various, and in many cases uncertain, periods, throughout the world. The largest of these at present known is in the province of Tucuman, in South America, in the midst of an extensive plain. It weighs thirty thousand pounds. A mass in the Imperial Cabinet in Vienna was brought from Agram, in Croatia, where it fell in 1751. It was seen by the inhabitants while falling from the air, and is said to have appeared like a globe of fire. Professor Pallas, in his travels in Siberia, found a mass on the mountains of Kemir, weighing sixteen hundred and eighty pounds, which the inhabitants told him fell from the sky. About one hundred and fifty miles from Bahia, in Brazil, is a mass of a crystalline texture weighing fourteen thousand pounds. There are also large masses in West Greenland, Mexico, Peru, and South Africa. The specimen in the cabinet at New Haven, weighing three thousand pounds, was brought from Red River in Louisiana. Showers of meteorolites, weighing from a few ounces to twenty pounds, are recorded by observers as having fallen at Ensisheim, in 1492; at Mort, in 1750; at Aire, in 1769; at Juliac, in 1790; at Sienna, in 1794; at Benares, in 1798; at L’Aigle, in 1803; and at St. Germaine, in 1808. One of the most remarkable instances that has occurred in this country under the direct observation of eye-witnesses took place in Fairfield county, Connecticut, in December, 1807, an interesting account of which may be found in vol. vi. American Philosophical Transactions (1809). A similar occurrence happened at Norwich, in the same State, in 1836.

With regard to the extraordinary origin of these aerolites, or meteorolites, it has been incontestably proved to be atmospheric, by eye-witnesses, by the similarity of their composition in all cases, by the fact that though the materials thus mingled—being chiefly native iron, with small proportions of nickel, silex, aluminium, magnesium, and sulphur—are well known, they are never united in the same manner among the productions of the globe; and further, by the fact that they are never projected from terrestrial volcanoes, and that the situations in which they are found are generally isolated and always on the surface of the earth.

It remains, then, for the philosopher to ascertain the source of this interesting portion of nature. The great difficulty of this task is evident from the number and variety of the theories which have been formed respecting it, and their liability to serious objections. Those who hold the opinion that aerolites are formed from substances floating in the atmosphere must resort to the hypothesis that iron, nickel, silex, sulphur, &c. are first rendered volatile, and then synthetically formed into the ponderous stones which fall from above. Professor Silliman remarks of this recourse to atmospheric formation from gaseous ingredients, that it is a crude, unphilosophical conception, inconsistent with known chemical facts, and physically impossible. The theory which refers these aerolites to _lunar_ volcanic origin seems to have more to recommend it. La Place, the illustrious author of the _Mécanique Céleste_,—the respect due to whose opinion no one will dispute,—maintained that these meteoric stones are expelled violently from the active volcanoes which telescopic research has proved to exist in great numbers on the surface of the moon, and that, passing beyond the limits of the attraction of our satellite, they come within the influence of the earth and are drawn towards its surface. It has been calculated that the power required to drive a body beyond the moon’s attraction would be only about four times that with which a ball is expelled from a cannon with the ordinary charge of gunpowder. However rapid a velocity of seven thousand seven hundred and seventy feet per second may seem, it would not require an improbable amount of mechanical force.

Professor Olmsted, the American astronomer, has offered the most satisfactory explanation. He has shown that countless bodies, of comparatively small dimensions, cluster together in vast rings, and revolve, as do the planets, around the sun; that these bodies become visible when the orbit of the earth approaches their orbit; that sometimes they are entangled in our atmosphere, catch fire from their enormous velocity, and fall to the earth as meteoric stones. In this way the shooting stars and meteors are shown to be diminutive planets, which in composition and orbital motion resemble our own earth, and almost fill the planetary space with their countless squadrons.

FATE OF AMERICA’S DISCOVERERS.

It is remarkable how few of the eminent men of the discoverers and conquerors of the New World died in peace. Columbus died broken-hearted; Roldin and Bobadilla were drowned; Ovando was harshly superseded; Las Casas sought refuge in a cowl; Ojeda died in extreme poverty; Enciso was deposed by his own men; Nicuessa perished miserably by the cruelty of his party; Vasco Nunez de Balboa was disgracefully beheaded; Narvaez was imprisoned in a tropical dungeon, and afterwards died of hardship; Cortez was dishonored; Alvarado was destroyed in ambush; Almagro was garroted; Pizarro was murdered, and his four brothers cut off; and there was no end to the assassinations and executions of the secondary chiefs among the energetic and daring adventurers.

FACTS ABOUT THE PRESIDENTS.

Of the first seven Presidents of the United States, four were from Virginia, two of the same name from Massachusetts, and one from Tennessee. All but one were sixty-six years old on leaving office, having served two terms, and one of those who served but one term would have been sixty-six years of age at the end of another. Three of the seven died on the 4th of July, and two of them on the same day and year. Two of them were on the sub-committee of three that drafted the Declaration of Independence; and these two died on the same day and year, on the anniversary of the Declaration of Independence, and just half a century from the day of the Declaration. The names of three of the seven end in son, yet none of them transmitted his name to a _son_. The initials of the names of two of the seven are the same; the initials of two others are the same; and those of still two others, the same. The remaining one, who stands alone in this particular, stands also alone in the love and admiration of his countrymen and of the civilized world,—Washington. Of the first five, only one had a son, and that son was also President. Neither of the Presidents who had sons were elected for a second term.

THE CROWN OF ENGLAND.

The crown of England is a costly “bauble,” bedazzled with jewels enough to found three or four public charities, or a half-dozen ordinary colleges. There are twenty diamonds round the circle, worth $7,500 each, making $150,000; two large centre diamonds, $10,000 each, making $20,000; fifty-four smaller diamonds, placed at the angle of the former, each $500; four crosses, each composed of twenty-five diamonds, $60,000; four large diamonds on the top of the crosses, $20,000; twelve diamonds contained in the fleur-de-lis, $50,000; eighteen smaller diamonds contained in the same, $10,000; pearls, diamonds, &c. upon the arches and crosses, $50,000; also one hundred and forty-one small diamonds, $25,000; twenty-six diamonds in the upper cross, $15,500; two circles of pearls about the rim, $15,000. The cost of the stones in the crown, exclusive of the metal, is, therefore, nearly half a million of dollars.

AN ARMY OF WOMEN.

In the army of the Chinese rebels, there were in 1853, in Nanking alone, about half a million of women, collected from various parts of the country and formed into brigades of thirteen thousand, under female officers. Of these, ten thousand were picked women, drilled and garrisoned in the city; the rest were compelled to undergo the drudgery of digging moats, making earth works, erecting batteries, &c.

THE STAR IN THE EAST.

Under the influence of a conjunction of Jupiter, Saturn, and Mars, which took place in the year 1604, Kepler was led to think that he had discovered means for determining the true year of our Saviour’s birth. He made his calculations, and found that Jupiter and Saturn were in conjunction in the constellation of the Fishes (a fish is the astrological symbol of Judæa) in the latter half of the year of Rome 747, and were joined by Mars in 748. Here then he fixed the first figure in the date of our era, and here he found the appearance in the heavens which induced the magi to undertake their journey, and conducted them successfully on their way. Others have taken up this view, freed it from astrological impurities, and shown its trustworthiness and applicability in the case under consideration. It appears that Jupiter and Saturn came together for the first time on May 20th in the twentieth degree of the constellation of the Fishes. They then stood before sunrise in the eastern part of the heavens, and so were seen by the magi. Jupiter then passed by Saturn towards the north. About the middle of September they were near midnight both in opposition to the sun, Saturn in the thirteenth, Jupiter in the fifteenth degree, being distant from each other about a degree and a half. They then drew nearer: on October 27th there was a second conjunction in the sixteenth degree, and on November 12th there took place a third conjunction in the fifteenth degree of the same constellation. In the last two conjunctions the interval between the planets amounted to no more than a degree, so that to the unassisted eye the rays of the one planet were absorbed in those of the other, and the two bodies would appear as one. The two planets went past each other three times, came very near together, and showed themselves all night long for months in conjunction with each other, as if they would never separate again. Their first union in the east awoke the attention of the magi, told them the expected time had come, and bade them set off without delay towards Judæa (the fish land). When they reached Jerusalem the two planets were once more blended together. Then, in the evening, they stood in the southern part of the sky, pointing with their united rays to Bethlehem, where prophecy declared the Messiah was to be born. The magi followed the finger of heavenly light, and were brought to the child Jesus. The conclusion in regard to the time of the advent is that our Lord was born in the latter part of the year of Rome 747, or six years before the common era.

A recent writer of considerable merit, Wieseler (_Chronolog. Synop. der 4 Evangelien._) has applied this theory of Kepler in conjunction with a discovery that he has made from some Chinese astronomical tables, which show that in the year of Rome 750 a comet appeared in the heavens, and was visible for seventy days. Wieseler’s opinion is that the conjunction of the planets excited and fixed the attention of the magi, but that their guiding-star was the aforesaid comet.

DIPLOMATIC COSTUME.

Dr. Franklin, it is well known, gained great praise for wearing an ordinary plain suit, instead of a gold embroidered Court costume, when formally presented to King Louis XVI. In reference to this anecdote, Nathaniel Hawthorne, in his notebook states that he was told by an aged lady, in England, that the circumstance above mentioned arose from the fact that Franklin’s tailor disappointed him of his Court suit, and that he wore his plain one with great reluctance, because he had no other. Franklin, it is said, having by his mishap made a successful impression, continued to wear his plain dress through policy. Thus we have another dissipation of one of those pleasant fictions which have been transmitted by the historian and the painter. It is like the apocryphal story of Franklin reading the prayer of Habakkuk to an assembly of French infidels, who are said to have pronounced it one of the finest compositions they had ever heard, and to have eagerly inquired where it might be found.

INSTANCES OF REMARKABLE LONGEVITY.

The days of our years are threescore years and ten; and if by reason
of strength they be fourscore years, yet is their strength labor and
sorrow; for it is soon cut off, and we fly away.—Psalm xc. 10.

Haller has noted one thousand cases of centenarians: sixty-two of from 110 to 120 years; twenty-nine of from 120 to 130; and fifteen who had attained from 130 to 140 years. Beyond this advanced age, well-authenticated examples of longevity are very rare. The case of Henry Jenkins, the Yorkshire fisherman, who died in December, 1670, at the age of 169, is one of the most remarkable. He is buried in the church of Bolton-upon-Swale, where may be found a long inscription, chiefly referring to his humble position in life and his patriarchal age. That of Thomas Parr is also well known. He was first married at the age of 80, and afterwards at 122, and died in 1635, aged 152. He was a farmer, and up to the age of 130 was able to dig, plough, and thrash. Had he continued his simple and abstemious habits, his life would probably have been prolonged a considerable period; but the luxurious living of the court of Charles I., at which his latter years were spent, occasioned a plethoric condition which hastened his end. The famous Harvey dissected him after death, and found no appearance of decay in any organ.

The following list of instances of very advanced age is given on the authority of Prichard, Whitehurst, Bailey, and others:—

Died. Age.
Apollonius of Tyana §A.D.§ 99 130
St. Patrick 491 122
Attila 500 124
Llywarch Hên 500 150
St. Coemgene 618 120
St. Mongah, or Kentigern 781 185
Piastus, King of Poland 861 120
Countess of Desmond 1612 145
Thomas Parr 1635 152
Thomas Damme 1648 154
Dr. Mead, Hertfordshire 1652 148
James Bowles, Kenilworth 1656 152
Henry Jenkins 1670 169
William Edwards[16] 1688 168
Petrarch Czartan 1724 185
Margaret Patten 1739 137
John Roven 1741 172
Mrs. John Roven 1741 164
John Effingham, Cornwall ———— 144
Thomas Winslow, a captain of Cromwell 1766 146
Draakenburg, a Dane 1772 146
Jonas Warren, Ballydole 1787 167
Jonas Surington, Bergen, Norway 1797 159
Demetrius Grabowsky, Poland 1830 169
Bridget Devine 1845 147

Footnote 16:

On a long freestone slab, in Caery church, near Cardiff, Glamorgan
co., Wales, is the following inscription:—

Here lyeth the Body of
William Edwds,
of the Cairey who departed this life
February 24, Anno Domini, 1688,
Annoque ætatis suæ 168.
O, happy change!
And ever blest,
When greefe and pain is
Changed to rest.

Czartan’s biographer says of him:—He was born in the year 1539 and died January 5th, 1724, at Kofrosch, a village four miles from Temeswar. A few days before his death, being nearly 185 years old, he had walked, with the help of a stick, to the post-house at Kofrosch, to ask charity from the travellers. His eyes were much inflamed; but he still enjoyed a little sight. His hair and beard were of a greenish white color, like mouldy bread; and he had a few of his teeth remaining. His son, who was 97 years of age, declared that his father had once been a head taller; that at a great age he married for the third time, and that he was born in this last marriage. He was accustomed, agreeably to the rules of his religion, (Greek Church,) to observe fast-days with great strictness, and never to use any other food than milk, and certain cakes, called by the Hungarians _collatschen_, together with a good glass of brandy such as is made in the country.

The Hungarian family of Roven affords an extraordinary example of long life. The father attained the age of 172, the wife, 164; they had been married 142 years, and their youngest child was 115; and such was the influence of habit and filial affection that this _child_ was treated with all the severity of parental rigidity, and did not dare to act without his _papa’s_ and _mamma’s_ permission.