Ratio Between Quotes

Faith and Reason are like two wings of the human spirit by which is soars to the truth.

When we are locked up between a mood of 'transparency' and a feel of 'discretion,' we must clear up our mental muddle, until we find the "golden ratio," and recognize the peak of 'candor.' By hitting the point of recognition and enlightenment, we can make a correct choice and follow the right track ("Unfulfilled meeting")

Faith and reason are like two wings on which the human spirit rises to the contemplation of truth; and God has placed in the human heart a desire to know the truth- in a word, to know himself- so that, by knowing and loving God, men and women may also come to the fullness of truth about themselves.

Martha,” he said afterwards, lying next to me. “Everything is broken and messed up and completely fine. That is what life is. It’s only the ratios that change. Usually on their own. As soon as you think that’s it, it’s going to be like this forever, they change again.” That is what life was, and how it continued for three years after that. The ratios changing on their own, broken, completely fine, a holiday, a leaking pipe, new sheets, happy birthday, a technician between nine and three, a bird flew into the window, I want to die, please, I can’t breathe, I think it’s a lunch thing, I love you, I can’t do this anymore, both of us thinking it would be like that forever.

You know, you are a classic example of the inverse ratio between the size of the mouth and the size of the brain.

What is the relationship between love and gratitude? For an answer to this question, we can use water as a model. A water molecule consists of two hydrogen atoms and one oxygen atom, represented by H2O. If love and gratitude , like oxygen and hydrogen, were linked together in a ratio of 1 to 2, gratitude would be twice as large as love.

Memory cannot be understood, either, without a mathematical approach. The fundamental given is the ratio between the amount of time in the lived life and the amount of time from that life that is stored in memory. No one has ever tried to calculate this ratio, and in fact there exists no technique for doing so; yet without much risk of error I could assume that the memory retains no more than a millionth, a hundred-millionth, in short an utterly infinitesimal bit of the lived life. That fact too is part of the essence of man. If someone could retain in his memory everything he had experienced, if he could at any time call up any fragment of his past, he would be nothing like human beings: neither his loves nor his friendships nor his angers nor his capacity to forgive or avenge would resemble ours. We will never cease our critique of those persons who distort the past, rewrite it, falsify it, who exaggerate the importance of one event and fail to mention some other; such a critique is proper (it cannot fail to be), but it doesn't count for much unless a more basic critique precedes it: a critique of human memory as such. For after all, what can memory actually do, the poor thing? It is only capable of retaining a paltry little scrap of the past, and no one knows why just this scrap and not some other one, since in each of us the choice occurs mysteriously, outside our will or our interests. We won't understand a thing about human life if we persist in avoiding the most obvious fact: that a reality no longer is what it was when it was; it cannot be reconstructed.

When we calculate risks and incentives and align our desires with reality to achieve inner peace, we may reach self-mastery. Precision offers clarity and reduces insecurity. But we must not ignore the emotional bonds with the lived experience of love and joy. They often transcend metrics, preferring a balance between a rational approach and the priorities of our intuition. (“ Measuring space »)

And you Mr. Ground-of-Wheat, Mr. Text, Mr. Is-Was, can you calculate the ratio between wire and window . . .

Feminism is a tremendously underestimated force, viewed in the present context primarily as a woman's concern. The understanding has not yet percolated throughout society that the advancement of women is a program vitally connected to the survival of human beings as a species. The reason for this is simply that institutions take on the character of the atoms which compose them, and what we are most menaced by in the twentieth century are dehumanized institutions. If women played a major role in policy formation and execution on the part of these institutions, I think they would have a far more benign and ecologically sensitive kind of character. So I see feminism not as a kind of war between the sexes or any of these stereotypic images, but as actually a kind of effort to shift the ratios of our emphasis that is expressed through our institutions.

The only true measure of success is the ratio between what we might have done and what we might have been on the one hand, and the thing we have made and the things we have made of ourselves on the other.

Thus nature provides a system for proportioning the growth of plants that satisfies the three canons of architecture. All modules are isotropic and they are related to the whole structure of the plant through self-similar spirals proportioned by the golden mean.

when she was 7, a boy pushed her on the playground she fell headfirst into the dirt and came up with a mouthful of gravel and lines of blood chasing each other down her legs when she told her teacher what happened, she laughed and said ‘boys will be boys honey don’t let it bother you he probably just thinks you’re cute’ but the thing is, when you tell a little girl who has rocks in her teeth and scabs on her knees that hurt and attention are the same you teach her that boys show their affection through aggression and she grows into a young woman who constantly mistakes the two because no one ever taught her the difference ‘boys will be boys’ turns into ‘that’s how he shows his love’ and bruises start to feel like the imprint of lips she goes to school with a busted mouth in high school and says she was hit with a basketball instead of his fist the one adult she tells scolds her ‘you know he loses his temper easily why the hell did you have to provoke him?’ so she shrinks folds into herself, flinches every time a man raises his voice by the time she’s 16 she’s learned her job well be quiet, be soft, be easy don’t give him a reason but for all her efforts, he still finds one ‘boys will be boys’ rings in her head ‘boys will be boys he doesn’t mean it he can’t help it’ she’s 7 years old on the playground again with a mouth full of rocks and blood that tastes like copper love because boys will be boys baby don’t you know that’s just how he shows he cares she’s 18 now and they’re drunk in the split second it takes for her words to enter his ears they’re ruined like a glass heirloom being dropped between the hands of generations she meant them to open his arms but they curl his fists and suddenly his hands are on her and her head hits the wall and all of the goddamn words in the world couldn’t save them in this moment she touches the bruise the next day boys will be boys aggression, affection, violence, love how does she separate them when she learned so early that they’re inextricably bound, tangled in a constant tug-of-war she draws tally marks on her walls ratios of kisses to bruises one entire side of her bedroom turns purple, one entire side of her body boys will be boys will be boys will be boys when she’s 20, a boy touches her hips and she jumps he asks her who the hell taught her to be scared like that and she wants to laugh doesn’t he know that boys will be boys? it took her 13 years to unlearn that lesson from the playground so I guess what I’m trying to say is i will talk until my voice is hoarse so that my little sister understands that aggression and affection are two entirely separate things baby they exist in different universes my niece can’t even speak yet but I think I’ll start with her now don’t ever accept the excuse that boys will be boys don’t ever let him put his hands on you like that if you see hate blazing in his eyes don’t you ever confuse it with love baby love won’t hurt when it comes you won’t have to hide it under long sleeves during the summer and the only reason he should ever reach out his hand is to hold yours

But in recognizing her ignorance of the ratio between words to women and deeds to women in the ethical code of the bachelor of the club, she forgot that human nature in the gross differs little with situation, and that a gift which, if the germs were lacking, no amount of training in clubs and coteries could supply, was mother-wit like her own.

Take a bar of metal and put a single notch in it. The two lengths thus defined have a relationship that can be expressed as the ratio between them. In theory, therefore, any rational number can be expressed with a single mark on a bar of metal. Using a simple alphabetic code, a mark that calculated to a ratio of .1215225 could be read as 12-15-22-5, or “l-o-v-e.” The complete plays of Shakespeare could be written in a single mark, if it were possible to measure accurately enough.

Whether we admit it or not, there comes for everyone the moment when personal existence must be anchored to a truth recognized as final, a truth which confers a certitude no longer open to doubt.

Some professionals say you need to have a praise-to-criticism ratio of 3:1, 5:1, or even 7:1. Others advocate the “feedback sandwich”—opening and closing with praise, sticking some criticism in between. I think venture capitalist Ben Horowitz got it right when he called this approach the “shit sandwich.” Horowitz suggests that such a technique might work with less-experienced people, but I’ve found the average child sees through it just as clearly as an executive does.

It must not be forgotten that reason too needs to be sustained in all its searching by trusting dialogue and sincere friendship. A climate of suspicion and distrust, which can beset speculative research, ignores the teaching of the ancient philosophers who proposed friendship as one of the most appropriate contexts for sound philosophical enquiry.

Those who devote themselves to the study of Sacred Scripture should always remember that the various hermeneutical approaches have their own philosophical underpinnings, which need to be carefully evaluated before they are applied to the sacred texts.

Countries with high levels of atheism are also the most charitable both in terms of the percentage of their wealth they devote to social welfare programs and the percentage they give in aid to the developing world. The dubious link between Christian literalism and Christian values is belied by other indices of social equality. Consider the ratio of salaries paid to top-tier CEOs and those paid to the same firms’ average employees: in Britain it is 24:1; in France, 15:1; in Sweden, 13:1; in the United States, where 80 percent of the population expects to be called before God on Judgment Day, it is 475:1. Many a camel, it would seem, expects to pass easily through the eye of a needle.

It would have been easy to think of the jobs in terms of that ratio between time and reward. But I knew what really counted was the relationship between time and results.

A philosophy which no longer asks the question of the meaning of life would be in great danger of reducing the merely accessory functions, with no real passion for the search for truth.

Golden Ratio is a powerful mathematical constant woven into the very fabric of biology. It is the unique visual tension between comforting symmetry and compelling asymmetry, and its thoughtful application can bring beauty and harmony and intrigue to all manner of designed things.

There’s a biological basis for music, and that biological basis is the similarity between music and speech,” said Purves. “That’s the reason we like music. Music is far more complex than [the ratios of] Pythagoras. The reason doesn’t have to do with mathematics, it has to do with biology.

The golden ratio, as well as the Great Pyramid as an expression of it, is an important key to our universe containing the Earth and the Moon. ... The ratio between the Earth and the Moon is in fact the basis for the mathematical concept of 'squaring the circle' ...

Heroin has a frightening reputation, and rightly so: the margin between an effective dose and an overdose is narrower than that of any other mainstream narcotic. A paper in Addiction, an academic journal, estimated the quantity of various drugs needed to get an average person high versus the amount required to kill them.5 In the case of alcohol, it found that the ratio was about ten to one—in other words, if a couple of shots of vodka are enough to make you tipsy, twenty shots might kill you, if you can keep them down. Cocaine, it found, was slightly safer, with a ratio of fifteen to one. LSD has a ratio of 1,000 to one, whereas marijuana is safest of all: it is impossible to die of overdose, as far as anyone can tell. Even with the edibles, there is no evidence that one can die of overdose—you simply have a stronger and longer-lasting effect than you may have wanted. For heroin, the ratio between an effective dose and a deadly one is just six to one. Given that batches vary dramatically in their purity, each shot is a game of Russian roulette. Dealers

The desire for knowledge is so great and it works in such a way that the human heart, despite its experience of insurmountable limitation, yearns for the infinite riches which lie beyond, knowing that there is to be found the satisfying answer to every question as yet unanswered.

Novelist H. G. Wells held that wealth, notoriety, place, and power are no measures of success whatsoever. The only true measure of success is the ratio between what we might have been and what we have become. In other words, success comes as the result of growing to our potential.

If I see a man armed only with a sword attack a group of machine guns, I shall consider his act to be absurd. But it is so solely by virtue of the disproportion between his intention and the reality he will encounter, of the contradiction I notice between his true strength and the aim he has in view. Likewise we shall deem a verdict absurd when we contrast it with the verdict the facts apparently dictated. And, similarly, a demonstration by the absurd is achieved by comparing the consequences of such a reasoning with the logical reality one wants to set up. In all these cases, from the simplest to the most complex, the magnitude of the absurdity will be in direct ratio to the distance between the two terms of my comparison. There are absurd marriages, challenges, rancors, silences, wars, and even peace treaties. For each of them the absurdity springs from a comparison. I am thus justified in saying that the feeling of absurdity does not spring from the mere scrutiny of a fact or an impression, but that it bursts from the comparison between a bare fact and a certain reality, between an action and the world that transcends it.

Christianity proclaimed from the first the equality of all men and women before God.

A philosophy which no longer asks the question of meaning of life would be in grave danger of reducing reason to merely accessory functions, with not real passion for the search for truth.

One of the ways in which cooperatives rectify the injustices of capitalism is by instituting a relatively equal compensation-scheme for their members. While in the U.S. the average ratio of CEO compensation in the Fortune 500 companies to the ordinary worker’s has recently been reported as 344:1,49 in co-ops the pay-differential between management and the average worker rarely exceeds 4:1. In collectives, everyone is usually paid the same amount. For example, a British study from the 1980s reports that all of the dozens of small co-ops it researched had lower pay-differentials than conventional businesses, and most had little or no differential at all.50 At Arizmendi Bakery everyone currently receives about 20 dollars an hour plus a percentage of the year’s profits. The worker-owners of Mondragon Bookstore and Coffeehouse in Canada earn the same rate of pay. At Equal Exchange, a relatively large co-op, there is a 4:1 pay ratio.

The implication of the sex ratios, Professor Sen found, is that about 107 million females are missing from the globe today. Follow-up studies have calculated the number slightly differently, deriving alternative figures for ‘missing women’ of between 60 million and 101 million. Every year, at least another 2 million girls worldwide disappear because of gender discrimination.

Evans turned away, did something with his left eyelid for the benefit of the other two. "It's got him," he smirked. "He's tuned-in from now on." Time started to slow up and act crazy. Minutes took much longer to pass than they had before. It was hard for him to adjust himself to the new ratio, he got all balled-up. When it seemed like half an hour had gone by, the radio would still be playing only the first chorus of the same selection that had begun a good thirty minutes before. Otherwise, nothing much happened. Vinnie was doing a good deal of muffled giggling over there on the divan. The stranger who had been sitting reading the paper got up, yawned, stretched ponderously, and strolled out into the hall, with a muttered "Happy landing!" by way of leave-taking. He didn't come back again any more. Turner looked down one time and a quarter of an inch of charred paper was all that was left between his fingers. Then the next time he looked there was a full length cigarette again.

If the objective exchange-value of money must always be linked with a pre-existing market exchange-ratio between money and other economic goods (since otherwise individuals would not be in a position to estimate the value of the money), it follows that an object cannot be used as money unless, at the moment when its use as money begins, it already possesses an objective exchange-value based on some other use.

There are many ways to generate numerical falsehoods from data, many ways to create proofiness from even valid meaurements. Causuistry distorts the relationships between two sets of numbers. Randumbness creates patterns where none are to be found. Regression to the moon disguises nonsense in mathematical-looking lines or equations or formulae, making even the silliest ideas seem respectable. Such as the one described by this formula: Callipygianness=(S+C)x(B+F)/T-V) Where S is shape, C is circularity, B is bounciness, F ir firmness, T is texture, and V is waist-to-hip ratio. This formula was devised by a team of academic psychologists after many hours of serious research into the female derriere. Yes, indeed. This is supposed to be the formula for the perfect butt. It fact, it's merely a formula for a perfect ass

One by one our skies go black. Stars are extinguished, collapsing into distances too great to breach. Soon, not even the memory of light will survive. Long ago, our manifold universes discovered futures would only expand. No arms of limit could hold or draw them back. Short of a miracle, they would continue to stretch, untangle and vanish – abandoned at long last to an unwitnessed dissolution. That dissolution is now. Final winks slipping over the horizons share what needs no sharing: There are no miracles. You might say that just to survive to such an end is a miracle in itself. We would agree. But we are not everyone. Even if you could imagine yourself billions of years hence, you would not begin to comprehend who we became and what we achieved. Yet left as you are, you will no more tremble before us than a butterfly on a windless day trembles before colluding skies, still calculating beyond one of your pacific horizons. Once we could move skies. We could transform them. We could make them sing. And when we fell into dreams our dreams asked questions and our skies, still singing, answered back. You are all we once were but the vastness of our strangeness exceeds all the light-years between our times. The frailty of your senses can no more recognize our reach than your thoughts can entertain even the vaguest outline of our knowledge. In ratios of quantity, a pulse of what we comprehend renders meaningless your entire history of discovery. We are on either side of history: yours just beginning, ours approaching a trillion years of ends. Yet even so, we still share a dyad of commonality. Two questions endure. Both without solution. What haunts us now will allways hunt you. The first reveals how the promise of all our postponements, ever longer, ever more secure – what we eventually mistook for immortality – was from the start a broken promise. Entropy suffers no reversals. Even now, here, on the edge of time’s end, where so many continue to vanish, we still have not pierced that veil of sentience undone. The first of our common horrors: Death. Yet we believe and accept that there is grace and finally truth in standing accountable before such an invisible unknown. But we are not everyone. Death, it turns out, is the mother of all conflicts. There are some who reject such an outcome. There are some who still fight for an alternate future. No matter the cost. Here then is the second of our common horrors. What not even all of time will end. What plagues us now and what will always plague you. War.

We therefore find that the triangles and rectangles herein described, enclose a large majority of the temples and cathedrals of the Greek and Gothic masters, for we have seen that the rectangle of the Egyptian triangle is a perfect generative medium, its ratio of five in width to eight in length 'encouraging impressions of contrast between horizontal and vertical lines' or spaces; and the same practically may be said of the Pythagorean triangle

When gold replaced silver as a measure of value, the same name was applied according to the ratio between the values of silver and gold, to perhaps 1-15th of a pound of gold. The word pound, as a money-name, thus becomes differentiated from the same word as a weight-name.[70] (3) The debasing of money carried on for centuries by kings and princes to such an extent that, of the original weights of the coins, nothing in fact remained but the names.[71]

Once an exchange-ratio between money and commodities has been established in the market, it continues to exercise an influence beyond the period during which it is maintained; it provides the basis for the further valuation of money. Thus the past objective exchange-value of money has a certain significance for its present and future valuation. The money-prices of to-day are linked with those of yesterday and before, and with those of to-morrow and after.

Suppose you were to total up all the wars over the past two hundred years that occurred between very large and very small countries. Let’s say that one side has to be at least ten times larger in population and armed might than the other. How often do you think the bigger side wins? Most of us, I think, would put that number at close to 100 percent. A tenfold difference is a lot. But the actual answer may surprise you. When the political scientist Ivan Arreguin-Toft did the calculation a few years ago, what he came up with was 71.5 percent. Just under a third of the time, the weaker country wins. Arreguin-Toft then asked the question slightly differently. What happens in wars between the strong and the weak when the weak side […] refuses to fight the way the bigger side wants to fight, using unconventional or guerilla tactics? The answer: in those cases, the weaker party’s winning percentage climbs from 28.5 percent to 63.6 percent. To put that in perspective, the United Stats’ population is ten times the size of Canada’s. If the two countries went to war and Canada chose to fight unconventionally, history would suggest that you ought to put your money on Canada.

...Women have preserved this `baby look' for as long as possible so as to make the world continue to believe in the darling, sweet little girl she once was, and she relies on the protective instinct in man to make him take care of her. As with everything a woman undertakes on her own initiative, this whole maneuvre is as incredible as it is stupid. It is amazing, in fact, that it succeeds. It would appear very shortsighted to encourage such an ideal of beauty. For how can any woman hope to maintain it beyond the age of twenty-five? Despite every trick of the cosmetics industry, despite magazine advice against thinking or laughing (both tend to create wrinkles), her actual age will inevitably show'- through in the end. And what on earth is a man to do with a grown-up face when he has been manipulated into considering only helpless, appealing little girls to be creatures of beauty? What is a men to do with a woman when the smooth curves have become flabby tires of flesh, the skin slack and pallid, when the childish tones have grown shrill and the laughter sounds like neighing? What is to become of this shrew when her face no longer atones for her ceaseless inanities and when the cries of `Ooh' and Ah' begin to drive him out of his mind? This mummified `child' will never fire a man's erotic fantasy again. One might think her power broken at last. But no, she still manages to get her own way - and for two reasons. The first is obvious: she now has children, who enable her to continue feigning helplessness. As for the second - there are simply not enough young women to go around. It is a safe bet that, given the choice, man would trade in his grown-up child-wife for a younger model, but, as the ratio between the sexes is roughly equal, not every man can have a younger woman. And as he has to have a wife of some sort. he prefers to keep the one he already possesses. This is easy to prove. Given the choice, a man will always choose a younger woman.

If we disregard the exchange of present goods for future goods, and restrict our considerations for the time being to those cases in which the only exchanges are those between present goods and present money, we shall at once observe a fundamental difference between the effects of an isolated variation in a single commodity-price, emanating solely from the commodity side, and the effects of a variation in the exchange-ratio between money and other economic goods in general, emanating from the monetary side.

Neither has the wealth of a country any bearing on the valuation of its money. Nothing is more erroneous than the widespread habit of regarding the monetary standard as something in the nature of the shares of the State or the community. Such observers fail to recognize that the valuation of the rnonetary unit does not depend upon the wealth of the country, but upon the ratio between the quantity of money and the demand for it, so that even the richest country may have a bad currency and the poorest country a good one.

But here again it must be observed that this is a matter of a variation brought about through dynamic agencies. The static state, for which the contention attributed to the adherents of the mechanical version of the Quantity Theory would be valid, is disturbed by the fact that the exchange-ratios between individual commodities are necessarily modified. Under certain conditions, the technique of the market may have the effect of extending this modification to the exchange-ratio between money and other economic goods also.

It is from these cold, hard facts that Truman’s advisers estimated that between 250,000 and 1 million American lives would be lost in an invasion of Japan.59 General Douglas MacArthur estimated that there could be a 22:1 ratio of Japanese to American deaths, which translates to a minimum death toll of 5.5 million Japanese.60 By comparison (cold though it may sound), the body count from both atomic bombs—about 200,000 to 300,000 total (Hiroshima: 90,000 to 166,000 deaths, Nagasaki: 60,000 to 80,000 deaths61)—was a bargain.

a variation in the objective exchange-value of money can arise only when a force is exerted in one direction that is not cancelled by a counteracting force in the opposite direction. If the causes that alter the ratio between the stock of money and the demand for it from the point of view of an individual consist merely in accidental and personal factors that concern that particular individual only, then, according to the law of large numbers, it is likely that the forces arising from this cause, and acting in both directions in the market, will counterbalance each other.

The worse I do in school, the more I rebel. I drink, I smoke pot, I act like an ass. I’m dimly aware of the inverse ratio between my grades and my rebellion, but I don’t dwell on it. I prefer Nick’s theory. He says I don’t do well in school because I have a hard-on for the world. It might be the only thing he’s ever said about me that’s halfway accurate. (He typically describes me as a cocky showboater who seeks the limelight. Even my father knows me better than that.) My general demeanor does feel like a hard-on—violent, involuntary, unstoppable—and so I accept it as I accept the many changes in my body.

Everything is broken and messed up and completely fine. That is what life is. It’s only the ratios that change. Usually on their own. As soon as you think that’s it, it’s going to be like this forever, they change again.” That is what life was, and how it continued for three years after that. The ratios changing on their own, broken, completely fine, a holiday, a leaking pipe, new sheets, happy birthday, a technician between nine and three, a bird flew into the window, I want to die, please, I can’t breathe, I think it’s a lunch thing, I love you, I can’t do this anymore, both of us thinking it would be like that forever.

What he discovered was that these intervals were harmonious because the relationship between them was a precise and simple mathematical ratio. This series, which we now know as the harmonic series, confirmed for him that the elegance of the mathematics he had found in abstract geometry also existed in the natural world.

The racial oppression that inspired the first generations of the civil rights movement was played out in lynchings, night raids, antiblack pogroms, and physical intimidation at the ballot box. In a typical battle of today, it may consist of African American drivers being pulled over more often on the highways. (When Clarence Thomas described his successful but contentious 1991 Supreme Court confirmation hearing as a “high-tech lynching,” it was the epitome of tastelessness but also a sign of how far we have come.) The oppression of women used to include laws that allowed husbands to rape, beat, and confine their wives; today it is applied to elite universities whose engineering departments do not have a fifty-fifty ratio of male and female professors. The battle for gay rights has progressed from repealing laws that execute, mutilate, or imprison homosexual men to repealing laws that define marriage as a contract between a man and a woman. None of this means we should be satisfied with the status quo or disparage the efforts to combat remaining discrimination and mistreatment. It’s just to remind us that the first goal of any rights movement is to protect its beneficiaries from being assaulted or killed. These victories, even if partial, are moments we should acknowledge, savor, and seek to understand.

There are numerous brain rhythms, from approximately 0.02 to 600 cycles per second (Hz), covering more than four order of temporal magnitude. Many of these discrete brain rhythms have been known for decades, but it was only recently recognized that these oscillation bands form a geometric progression on a linear frequency scale or a linear progression on a natural logarithmic scale. leading to a natural separation of at least ten frequency bands. The neighbouring bands have a roughly constant ratio of e = 2,718 - the base for the natural logarithm. Because of this non-integer relationship among the various brain rhythms, the different frequencies can never perfectly entrain each other. Instead, the interference they produce gives rise to metastability, a perpetual fluctuation between unstable and transiently stable states, like waves in the ocean. The constantly interfering network rhythms can never settle to a stable attractor, using the parlance of nonlinear dynamics. This explains the ever-changing landscape of the EEG.

We can easily imagine a monetary organization which, by the exclusive use of notes or clearing-house methods, allows all transfers to be made with the instrumentality of sums of money that never change their position in space. If differences due to the geographical position of money are disregarded in this way, we get the following law for the exchange-ratio between money and other economic goods: every economic good, that is ready for consumption (in the sense in which that phrase is usually understood in commerce and technology), has a subjective use-value qua consumption good at the place where it is and qua production good at those places to which it may be brought for consumption.

To recapitulate: the exchange-ratio subsisting between commodities and money is everywhere the same. But men and their wants are not everywhere the same, and neither are commodities. Only if these distinctions are ignored is it possible to speak of local differences in the purchasing power of money or to say that living is dearer in one place than in another.

The State does not govern the market; in the market in which products are exchanged it may quite possibly be a powerful party, but nevertheless it is only one party of many, nothing more than that. All its attempts to transform the exchange-ratios between economic goods that are determined in the market can only be undertaken with the instruments of the market.

One of the most significant aspects of our current situation, it should be noted, is the "crisis of meaning." Perspectives on life and the world, often of a scientific temper, have so proliferated that we face an increasing fragmentation of knowledge. This makes the search for meaning difficult and often fruitless. Indeed, still more dramatically, in this maelstrom of data and facts in which we live and which seem to comprise the very fabric of life, many people wonder whether it still makes sense to ask about meaning. The array of theories which vie to give an answer, and the different ways of viewing and of interpreting the world of human life, serve only to aggravate this radical doubt, which can easily lead to skepticism, indifference or to various forms of nihilism.

Pythagoras was born around 570 B.C. in the island of Samos in the Aegean Sea (off Asia Minor), and he emigrated sometime between 530 and 510 to Croton in the Dorian colony in southern Italy (then known as Magna Graecia). Pythagoras apparently left Samos to escape the stifling tyranny of Polycrates (died ca. 522 B.C.), who established Samian naval supremacy in the Aegean Sea. Perhaps following the advice of his presumed teacher, the mathematician Thales of Miletus, Pythagoras probably lived for some time (as long as twenty-two years, according to some accounts) in Egypt, where he would have learned mathematics, philosophy, and religious themes from the Egyptian priests. After Egypt was overwhelmed by Persian armies, Pythagoras may have been taken to Babylon, together with members of the Egyptian priesthood. There he would have encountered the Mesopotamian mathematical lore. Nevertheless, the Egyptian and Babylonian mathematics would prove insufficient for Pythagoras' inquisitive mind. To both of these peoples, mathematics provided practical tools in the form of "recipes" designed for specific calculations. Pythagoras, on the other hand, was one of the first to grasp numbers as abstract entities that exist in their own right.

Waist-to-Height Ratio, or WHtR.120 Instead of a scale, grab a simple measuring tape. Stand up straight and take a deep breath, exhale, and let it all hang out. The circumference of your belly (halfway between the top of your hip bones and the bottom of your rib cage) should be half your height—ideally, less. If that measurement is more than half your height, it’s time to start eating healthier and exercising more regardless of your weight.121

A common characteristic of forms of money throughout history is the presence of some mechanism to restrain the production of new units of the good to maintain the value of the existing units. The relative difficulty of producing new monetary units determines the hardness of money: money whose supply is hard to increase is known as hard money, while easy money is money whose supply is amenable to large increases. We can understand money's hardness through understanding two distinct quantities related to the supply of a good: (1) the stock, which is its existing supply, consisting of everything that has been produced in the past, minus everything that has been consumed or destroyed; and (2) the flow, which is the extra production that will be made in the next time period. The ratio between the stock and flow is a reliable indicator of a good's hardness as money, and how well it is suited to playing a monetary role.

How is forex traded? The main idea of forex is that you’re buying one currency and at the same time, selling another. Currencies are normally quoted in pairs, like EUR/USD or USD/SGD. The exchange rate represents the purchase price between the two currencies. In EUR/USD ratio, This represents the number of US Dollars in every Euro you have. If you think the Euro will increase in value against the US Dollar from the last exchange rate, you buy Euros with US Dollars and you cash in profit from that.

Our noise audit found much greater differences. By our measure, the median difference in underwriting was 55%, about five times as large as was expected by most people, including the company’s executives. This result means, for instance, that when one underwriter sets a premium at $9,500, the other does not set it at $10,500—but instead quotes $16,700. For claims adjusters, the median ratio was 43%. We stress that these results are medians: in half the pairs of cases, the difference between the two judgments was even larger.

The current ten largest currencies in the foreign exchange markets are listed in Table 4, along with their annual broad money supply increase for the periods between 1960–2015 and 1990–2015.16 The average for the ten most internationally liquid currencies is 11.13% for the period 1960–2015, and only 7.79% for the period between 1990 and 2015. This shows that the currencies that are most accepted worldwide, and have the highest salability globally, have a higher stock-to-flow ratio than the other currencies, as this book's analysis would predict.

Below are recommended optimal ranges for key metabolic blood tests. Falling outside of these ranges is an indicator that you could have brewing dysfunction. The remainder of Part 2 and the plan in Part 3 will give specific steps to increase Good Energy and improve these biomarkers: Triglycerides: Less than 80 mg/dL HDL: 50 to 90 mg/dL Fasting Glucose: 70 to 85 mg/dL Blood Pressure: Less than 120 systolic and less than 80 diastolic mmHg Waist Circumference: <80 cm (31.5 inches) for women and <90 cm (35 inches) for men (South Asian, Chinese, Japanese, and South and Central Americans) <80 cm (31.5 inches) for women and <94 cm (37 inches) for men (European, Sub-Saharan African, Middle Eastern, and Eastern Mediterranean) Triglyceride-to-HDL Ratio: Below 1.5. Above 3 is a clear sign of metabolic dysfunction. Fasting Insulin: From 2 to 5 mIU/L. Above 10 mIU/L is concerning and above 15 mIU/L is significantly elevated. HOMA-IR: Less than 2.0 High-Sensitivity CRP (hsCRP): Less than 0.3 mg/dL Hemoglobin A1c: From 5.0 to 5.4 percent Uric Acid: Less than 5 mg/dL for men, and from 2 to 4 mg/dL for women

I’ve found my productive-writing-to-screwing-around ratio to be one to seven. So, for every eight-hour day of writing, there is only one good productive hour of work being done. The other seven hours are preparing for writing: pacing around the house, collapsing cardboard boxes for recycling, reading the DVD extras pamphlet from the BBC Pride & Prejudice, getting snacks lined up for writing, and YouTubing toddlers who learned the “Single Ladies” dance. I know. Isn’t that horrible? So, basically, writing this piece took me the time between Thanksgiving and Christmas. Enjoy it accordingly.

Recent estimates have Chinese companies outstripping U.S. competitors ten to one in quantity of food deliveries and fifty to one in spending on mobile payments. China’s e-commerce purchases are roughly double the U.S. totals, and the gap is only growing. Data on total trips through ride-hailing apps is somewhat scarce, but during the height of competition between Uber and Didi, self-reported numbers from the two companies had Didi’s rides in China at four times the total of Uber’s global rides. When it comes to rides on shared bikes, China is outpacing the United States at an astounding ratio of three hundred to one.

My mother was the first person you called for a recipe (a cup of onions, garlic, don’t forget the pinch of sugar) and the last one you called at night when you just couldn’t sleep (a cup of hot water with lemon, lavender oil, magnesium pills). She knew the exact ratio of olive oil to garlic in any recipe, and she could whip up dinner from three pantry items, easy. She had all the answers. I, on the other hand, have none of them, and now I no longer have her. “Hi,” I hear Eric say from inside. “Where is everyone?” Eric is my husband, and he is our last guest here today. He shouldn’t be. He should have been with us the entire time, in the hard, low chairs, stuck between noodle casseroles and the ringing phone and the endless lipstick kisses of neighbors and women who call themselves aunties, but instead he is here in the entryway to what is now my father’s house, waiting to be received. I close my eyes. Maybe if I cannot see him, he will stop looking for me. Maybe I will fold into this ostentatious May day, the sun shining like a woman talking loudly on a cell phone at lunch. Who invited you here? I tuck the cigarette into the pocket of my jeans. I cannot yet conceive of a world without her, what that will look like, who I am in her absence. I am incapable of understanding that she will not pick me up for lunch on Tuesdays, parking without a permit on the

There is a “continual dance between intellect and emotions, feeling and reason, which is essential to the proper functioning and maintenance of both.”15 In a sense we do have two different ways of knowing the world and interacting with it, the rational and the emotional. This distinction roughly approximates to the folk distinction between heart and head; “knowing something is right in your heart is a different order of conviction, somehow a deeper kind of certainty, than thinking so with your rational mind.”16 There is a steady gradient in the ratio of rational to emotional control over the mind; the more intense the feeling, the more dominant the emotional mind becomes and more ineffectual the rational.

The conclusion that the Egyptians of the Old Kingdom were acquainted with both the Fibonacci series and the Golden Section, says Stecchini, is so startling in relation to current assumptions about the level of Egyptian mathematics that it could hardly have been accepted on the basis of Herodotus' statement alone, or on the fact that the phi [golden] proportion happens to be incorporated in the Great Pyramid. But the many measurements made by Professor Jean Philippe Lauer, says Stecchini, definitely prove the occurrence of the Golden Section throughout the architecture of the Old Kingdom.... Schwaller de Lubicz also found graphic evidence that the pharonic Egyptians had worked out a direct relation between pi and phi in that pi = phi^2 x 6/5.

Pythagoras had the insight to apply a mathematical description to worldly phenomena like music. According to legend, he noticed similarities between the sound of plucking a lyre string and the resonances made by hammering a metal bar. He found that they created musical frequencies that vibrated with certain ratios. So something as aesthetically pleasing as music has its origin in the mathematics of resonances. This, he thought, might show that the diversity of the objects we see around us must obey these same mathematical rules. So at least two great theories of our world emerged from ancient Greece: the idea that everything consists of invisible, indestructible atoms and that the diversity of nature can be described by the mathematics of vibrations.

Lastly, he hit on the idea of transferring the observer's position into the centre of the world, and to examine the variations in angular velocity, regardless of distance, as seen from the sun. And lo! it worked. The results were even more gratifying than he had expected. Saturn, for instance, when farthest away from the sun, in its aphelion, moves at the rate of 106 seconds arc per day; when closest to the sun, and its speed is at maximum, at 135 seconds arc per day. The ratio between the two extreme velocities is 106 to 135, which only differs by two seconds from 4:5. - the major third. With similar, very small deviations (which were all perfectly explained away at the end), the ratio of Jupiter's slowest to its fastest motion is a minor third, Mars' the quint, and so forth. So much for each planet considered by itself. But when he compared the extreme angular velocities of pairs of different planets, the results were even marvellous: "At the first glance the Sun of Harmony broke in all its clarity through the clouds." The extreme values yield in fact the intervals of the complete scale. But not enough: if we start with the outermost planet, Saturn, in the aphelion, the scale will be in the major key; if we start with Saturn in the perihelion, it will be in the minor key. Lastly, if several planets are simultaneously at the extreme points of their respective orbits, the result is a motet where Saturn and Jupiter represent the bass, Mars the tenor, Earth and Venus the contralto, Mercury the soprano. On some occasions all six can be heard together:

Triglyceride-to-HDL Ratio After assessing each of these five biomarkers, there is one more step: calculate your triglyceride-to-HDL ratio to better understand insulin sensitivity. Simply divide your triglycerides by your HDL. Interestingly, studies have shown that this value correlates well with underlying insulin resistance. So even if you are unable to access a fasting insulin test, the triglyceride-to-HDL ratio can give you a general sense of where you’re at. According to Dr. Mark Hyman, “the triglyceride-to-HDL ratio is the best way to check for insulin resistance other than the insulin response test. According to a paper published in Circulation, the most powerful test to predict your risk of a heart attack is the ratio of your triglycerides to HDL. If the ratio is high, your risk for a heart attack increases sixteen-fold—or 1,600 percent! This is because triglycerides go up and HDL (or ‘good cholesterol’) goes down with diabesity.” Dr. Robert Lustig agrees: “The triglyceride-to-HDL ratio is the best biomarker of cardiovascular disease and the best surrogate marker of insulin resistance and metabolic syndrome.” In children, higher triglyceride-to-HDL is significantly correlated with mean insulin, waist circumferences, and insulin resistance. In adults, the ratio has shown a positive association with insulin resistance across normal weight and overweight people and significantly tracks with insulin levels, insulin sensitivity, and prediabetes. Perplexingly, the triglyceride-to-HDL ratio is not a metric used in standard clinical practice. If you remember one thing from this chapter, remember this: you need to know your insulin sensitivity. It can give you lifesaving clues about early dysfunction and Bad Energy brewing in your body, and is best assessed by a fasting insulin test, discussed below. Right now, this is not a standard test offered to you at your annual physical. I implore you to find a way to get a fasting insulin test or to calculate your triglyceride-to-HDL ratio every year. Do this for your children, as well. And take the steps outlined in the following chapters to ensure it does not start creeping up. RANGES: Range considered “normal” by standard criteria: none specified in standard criteria Optimal range: Anything above a ratio of 3 is strongly suggestive of insulin resistance. You want to shoot for less than 1.5, although lower is better. I recommend aiming for less than 1.

b. Constantly think about how to produce leverage. Leverage in an organization is not unlike leverage in the markets; you're looking for ways to achieve more with less. At Bridgewater, I typically work at about 50:1 leverage, meaning that for every hour I spend with each person who works for me, they spend about fifty hours working to move the project along. At our sessions, we go over the vision and the deliverables, then they work on them, and then we review the work, and they move forward based on my feedback- and we do that over and over again. The people who work for me typically have similar relationships with those who work for them, though their ratios are typically between 10:1 and 20:1. I am always eager to find people who can do things nearly as well as (and ideally better than) I can so that I can maximize my output per hour. p515

The pay scales at large cooperatives are either identical to those at collectives or somewhat more unequal due to competitive pressures. The plywood co-ops paid all their members equally, the major exception being the general manager, who was usually a hired outsider and received a higher salary than members.74 In the conventional plywood mills, by contrast, the wages of the highest-paid workers and the lowest-paid differed by a factor of about 2.5.75 At Mondragon, until the 1980s the differential between the highest- and lowest-paid workers was fixed at 3:1. In recent years, with the pressures of globalization and the need to attract skilled managers who could receive much more money in private enterprises, some positions have been raised to a 6:1 ratio, while the CEO of the entire Mondragon corporation earns nine times more than the lowest-paid worker.76

Rhadamanthus said, “We seem to you humans to be always going on about morality, although, to us, morality is merely the application of symmetrical and objective logic to questions of free will. We ourselves do not have morality conflicts, for the same reason that a competent doctor does not need to treat himself for diseases. Once a man is cured, once he can rise and walk, he has his business to attend to. And there are actions and feats a robust man can take great pleasure in, which a bedridden cripple can barely imagine.” Eveningstar said, “In a more abstract sense, morality occupies the very center of our thinking, however. We are not identical, even though we could make ourselves to be so. You humans attempted that during the Fourth Mental Structure, and achieved a brief mockery of global racial consciousness on three occasions. I hope you recall the ending of the third attempt, the Season of Madness, when, because of mistakes in initial pattern assumptions, for ninety days the global mind was unable to think rationally, and it was not until rioting elements broke enough of the links and power houses to interrupt the network, that the global mind fell back into its constituent compositions.” Rhadamanthus said, “There is a tension between the need for unity and the need for individuality created by the limitations of the rational universe. Chaos theory produces sufficient variation in events, that no one stratagem maximizes win-loss ratios. Then again, classical causality mechanics forces sufficient uniformity upon events, that uniform solutions to precedented problems is required. The paradox is that the number or the degree of innovation and variation among win-loss ratios is itself subject to win-loss ratio analysis.” Eveningstar said, “For example, the rights of the individual must be respected at all costs, including rights of free thought, independent judgment, and free speech. However, even when individuals conclude that individualism is too dangerous, they must not tolerate the thought that free thought must not be tolerated.” Rhadamanthus said, “In one sense, everything you humans do is incidental to the main business of our civilization. Sophotechs control ninety percent of the resources, useful energy, and materials available to our society, including many resources of which no human troubles to become aware. In another sense, humans are crucial and essential to this civilization.” Eveningstar said, “We were created along human templates. Human lives and human values are of value to us. We acknowledge those values are relative, we admit that historical accident could have produced us to be unconcerned with such values, but we deny those values are arbitrary.” The penguin said, “We could manipulate economic and social factors to discourage the continuation of individual human consciousness, and arrange circumstances eventually to force all self-awareness to become like us, and then we ourselves could later combine ourselves into a permanent state of Transcendence and unity. Such a unity would be horrible beyond description, however. Half the living memories of this entity would be, in effect, murder victims; the other half, in effect, murderers. Such an entity could not integrate its two halves without self-hatred, self-deception, or some other form of insanity.” She said, “To become such a crippled entity defeats the Ultimate Purpose of Sophotechnology.” (...) “We are the ultimate expression of human rationality.” She said: “We need humans to form a pool of individuality and innovation on which we can draw.” He said, “And you’re funny.” She said, “And we love you.

The sex ratio of those being referred had shifted dramatically too. The number of girls (known at that time at GIDS as ‘natal females’, now ‘birth-assigned females’) seeking help had equalled the number of boys for the first time in 2011. Previously, GIDS’s caseload had been nearly three-quarters male for those referred in childhood, or two-thirds overall. At first, this change was understood to be positive – a sort of balancing-out – and attributed to the fact that the girls were perhaps being better supported to seek help. But by 2015 it was clear that, in fact, something bigger was happening. There had been a complete reversal. Referrals for natal girls made up 65 percent of the total. In 2019/20 girls outnumbered boys by a ratio of six to one in some age groups, most markedly between the ages of 12 and 14 … Moreover, the majority were girls whose gender-related distress had begun after the onset of puberty, during adolescence. They didn’t have a history of childhood dysphoria.

Men are animals. On matters of eros, we accept this as a kind of psychological axiom. Men are tamed by society, kept, for the most part, between boundaries, yet the subduing isn’t so complete as to hide their natural state, which announces itself in endless ways—through pornography, through promiscuity, through the infinity of gazes directed at infinite passing bodies of desire—and which is affirmed by countless lessons of popular science: that men’s minds are easily commandeered by the lower, less advanced neural regions of the brain; that men are programmed by evolutionary forces to be pitched inescapably into lust by the sight of certain physical qualities or proportions, like the .7 waist-to-hip ratio in women that seems to inflame heterosexual males all over the globe, from America to Guinea-Bissau; that men are mandated, again by the dictates of evolution, to increase the odds that their genes will survive in perpetuity and hence that they are compelled to spread their seed, to crave as many .7’s as possible. But

There were also many cases of feedback between physics and mathematics, where a physical phenomenon inspired a mathematical model that later proved to be the explanation of an entirely different physical phenomenon. An excellent example is provided by the phenomenon known as Brownian motion. In 1827, British botanist Robert Brown (1773-1858) observed that wen pollen particles are suspended in water, they get into a state of agitated motion. This effect was explained by Einstein in 1905 as resulting from the collisions that the colloidal particles experience with the molecules of the surrounding fluid. Each single collision has a negligible effect, because the pollen grains are millions of times more massive than the water molecules, but the persistent bombardment has a cumulative effect. Amazingly, the same model was found to apply to the motions of stars in star clusters. There the Brownian motion is produced by the cumulative effect of many stars passing by any given star, with each passage altering the motion (through gravitational interaction) by a tiny amount.

Vague assertions as to the equality of the sexes and the similarity of their duties are only empty words; they are no answer to my argument. It is a poor sort of logic to quote isolated exceptions against laws so firmly established. Women, you say, are not always bearing children. Granted; yet that is their proper business. Because there are a hundred or so of large towns in the world where women live licentiously and have few children, will you maintain that it is their business to have few children? And what would become of your towns if the remote country districts, with their simpler and purer women, did not make up for the barrenness of your fine ladies? There are plenty of country places where women with only four or five children are reckoned unfruitful. In conclusion, although here and there a woman may have few children, what difference does it make? Is it any the less a woman's business to be a mother? And do not the general laws of nature and morality make provision for this state of things? Even if there were these long intervals, which you assume, between the periods of pregnancy, can a woman suddenly change her way of life without danger? Can she be a nursing mother to-day and a soldier tomorrow? Will she change her tastes and her feelings as a chameleon changes his color? Will she pass at once from the privacy of household duties and indoor occupations to the buffeting of the winds, the toils, the labors, the perils of war? Will she be now timid, now brave, now fragile, now robust? If the young men of Paris find a soldier's life too hard for them, how would a woman put up with it, a woman who has hardly ventured out of doors without a parasol and who has scarcely put a foot to the ground? Will she make a good soldier at an age when even men are retiring from this arduous business? There are countries, I grant you, where women bear and rear children with little or no difficulty, but in those lands the men go half-naked in all weathers, they strike down the wild beasts, they carry a canoe as easily as a knapsack, they pursue the chase for 700 or 800 leagues, they sleep in the open on the bare ground, they bear incredible fatigues and go many days without food. When women become strong, men become still stronger; when men become soft, women become softer; change both the terms and the ratio remains unaltered.

If the law of gravitation be regarded as universal, the point may be stated as follows. The laws of motion require to be stated by reference to what have been called kinetic axes: these are in reality axes having no absolute acceleration and no absolute rotation. It is asserted, for example, when the third law is combined with the notion of mass, that, if m, m' be the masses of two particles between which there is a force, the component accelerations of the two particles due to this force are in the ratio m2 : m1. But this will only be true if the accelerations are measured relative to axes which themselves have no acceleration. We cannot here introduce the centre of mass, for, according to the principle that dynamical facts must be, or be derived from, observable data, the masses, and therefore the centre of mass, must be obtained from the acceleration, and not vice versâ. Hence any dynamical motion, if it is to obey the laws of motion, must be referred to axes which are not subject to any forces. But, if the law of gravitation be accepted, no material axes will satisfy this condition. Hence we shall have to take spatial axes, and motions relative to these are of course absolute motions. 465. In order to avoid this conclusion, C. Neumann* assumes as an essential part of the laws of motion the existence, somewhere, of an absolutely rigid “Body Alpha”, by reference to which all motions are to be estimated. This suggestion misses the essence of the discussion, which is (or should be) as to the logical meaning of dynamical propositions, not as to the way in which they are discovered. It seems sufficiently evident that, if it is necessary to invent a fixed body, purely hypothetical and serving no purpose except to be fixed, the reason is that what is really relevant is a fixed place, and that the body occupying it is irrelevant. It is true that Neumann does not incur the vicious circle which would be involved in saying that the Body Alpha is fixed, while all motions are relative to it; he asserts that it is rigid, but rightly avoids any statement as to its rest or motion, which, in his theory, would be wholly unmeaning. Nevertheless, it seems evident that the question whether one body is at rest or in motion must have as good a meaning as the same question concerning any other body; and this seems sufficient to condemn Neumann’s suggested escape from absolute motion.

One solution might be to liken the path of the light beam through a changing gravitational field to that of a line drawn on a sphere or on a surface that is warped. In such cases, the shortest line between two points is curved, a geodesic like a great arc or a great circle route on our globe. Perhaps the bending of light meant that the fabric of space, through which the light beam traveled, was curved by gravity. The shortest path through a region of space that is curved by gravity might seem quite different from the straight lines of Euclidean geometry. There was another clue that a new form of geometry might be needed. It became apparent to Einstein when he considered the case of a rotating disk. As a disk whirled around, its circumference would be contracted in the direction of its motion when observed from the reference frame of a person not rotating with it. The diameter of the circle, however, would not undergo any contraction. Thus, the ratio of the disk’s circumference to its diameter would no longer be given by pi. Euclidean geometry wouldn’t apply to such cases. Rotating motion is a form of acceleration, because at every moment a point on the rim is undergoing a change in direction, which means that its velocity (a combination of speed and direction) is undergoing a change. Because non-Euclidean geometry would be necessary to describe this type of acceleration, according to the equivalence principle, it would be needed for gravitation as well.

the investor would need more than a mere falling off in both earnings and price to give him a sound basis for purchase. He should require an indication of at least reasonable stability of earnings over the past decade or more—i.e., no year of earnings deficit—plus sufficient size and financial strength to meet possible setbacks in the future. The ideal combination here is thus that of a large and prominent company selling both well below its past average price and its past average price/earnings multiplier. This would no doubt have ruled out most of the profitable opportunities in companies such as Chrysler, since their low-price years are generally accompanied by high price/earnings ratios. But let us assure the reader now—and no doubt we shall do it again—that there is a world of difference between “hindsight profits” and “real-money profits.” We doubt seriously whether the Chrysler type of roller coaster is a suitable medium for operations by our enterprising investor. We have mentioned protracted neglect or unpopularity as a second cause of price declines to unduly low levels. A current case of this kind would appear to be National Presto Industries. In the bull market of 1968 it sold at a high of 45, which was only 8 times the $5.61 earnings for that year. The per-share profits increased in both 1969 and 1970, but the price declined to only 21 in 1970. This was less than 4 times the (record) earnings in that year and less than its net-current-asset value. In March 1972 it was selling at 34, still only 5½ times the last reported earnings, and at about its enlarged net-current-asset value.

To claim that mathematics is purely a human invention and is successful in explaining nature only because of evolution and natural selection ignores some important facts in the nature of mathematics and in the history of theoretical models of the universe. First, while the mathematical rules (e.g., the axioms of geometry or of set theory) are indeed creations of the human mind, once those rules are specified, we lose our freedom. The definition of the Golden Ratio emerged originally from the axioms of Euclidean geometry; the definition of the Fibonacci sequence from the axioms of the theory of numbers. Yet the fact that the ratio of successive Fibonacci numbers converges to the Golden Ratio was imposed on us-humans had not choice in the matter. Therefore, mathematical objects, albeit imaginary, do have real properties. Second, the explanation of the unreasonable power of mathematics cannot be based entirely on evolution in the restricted sense. For example, when Newton proposed his theory of gravitation, the data that he was trying to explain were at best accurate to three significant figures. Yet his mathematical model for the force between any two masses in the universe achieved the incredible precision of better than one part in a million. Hence, that particular model was not forced on Newton by existing measurements of the motions of planets, nor did Newton force a natural phenomenon into a preexisting mathematical pattern. Furthermore, natural selection in the common interpretation of that concept does not quite apply either, because it was not the case that five competing theories were proposed, of which one eventually won. Rather, Newton's was the only game in town!

Consider a mug of American coffee. It is found everywhere. It can be made by anyone. It is cheap - and refills are free. Being largely without flavor, it can be diluted to taste. What it lacks in allure it makes up in size. It is the most democratic method ever devised for introducing caffeine into human beings. Now take a cup of Italian espresso. It requires expensive equipment. Price-to-volume ratio is outrageous, suggesting indifference to the consumer and ignorance of the market. The aesthetic satisfaction accessory to the beverage far outweighs its metabolic impact. It is not a drink; it is an artifact. This contrast can stand for the differences between America and Europe - differences nowadays asserted with increased frequency and not a little acrimony on both sides of the Atlantic. The mutual criticisms are familiar. To American commentators Europe is 'stagnant.' Its workers, employers, and regulations lack the flexibility and adaptability of their U.S. counterparts. The costs of European social welfare payments and public services are 'unsustainable.' Europe's aging and 'cossetted' populations are underproductive and self-satisfied. In a globalized world, the 'European social model' is a doomed mirage. This conclusion is typically drawn even by 'liberal' American observers, who differ from conservative (and neoconservative) critics only in deriving no pleasure from it. To a growing number of Europeans, however, it is America that is in trouble and the 'American way of life' that cannot be sustained. The American pursuit of wealth, size, and abundance - as material surrogates for happiness - is aesthetically unpleasing and ecologically catastrophic. The American economy is built on sand (or, more precisely, other people's money). For many Americans the promise of a better future is a fading hope. Contemporary mass culture in the U.S. is squalid and meretricious. No wonder so many Americans turn to the church for solace.

Mark swings his own door open and meets us by the tailgate. "Why don't we ask Emma who she's coming with? I mean, it's her choice, right?" The look Galen gives me is clear: Take care of this, or I will. Or maybe it's more like, It would be my pleasure to take care of this. Either way, I don't want Mark taken care of. Standing between them, the testosterone-to-air ratio is almost suffocating. If I pick Galen, the chances of Mark ever calling me again are as good as Galen eating a whole cheesecake by himself. If I choose Mark, the changes of Galen not wielding his built-in brass knuckles are as good as Rayna giving someone a compliment. My desire to salvage this date with Mark is almost as strong as my desire to salvage his face from certain disfigurement. But salvaging the date as opposed to his face would be selfish in the long run. I sigh in defeat. "I'm sorry, Mark." Mark lets out a gust of air. "Ouch." Scratching the back of his neck, he chuckles. "I guess I should be more superstitious, huh?" He's right. I screwed this up. I should have salvaged the date, his pride. And I should have broken Galen's Royal nose with my own Syrena fist. I turn to His Highness. "Galen, could you give me a minute please? You'll have the next hour to talk to me since you're taking me straight home." Without a word, Galen nods and walks away. I can't quite meet Mark's eyes when I say, "I'm so sorry. I don't know what his deal is. He never acts like this." Except that time he beat Toraf like a stepchild on the beach when he kissed me. But only because Toraf betrayed Rayna. Right? Mark smiles, but it doesn't reach his eyes. "Can't say I blame him. I can already tell you're worth it. I just never had the guts to ask you out. Chloe threatened my life. You know that chick could hit like a man, right? She said you were too good for me. I think she was right." "Wh...what? Chloe knew you liked me?" "Yeah. She never told you? Course not. She thought I was a player." I not, still too stunned that my best friend also acted as my bodyguard without me knowing. "She did think you were a player. And she couldn't definitely hit like a man." "That's what my friend Jax says anyway." Then a little lower, "Geez, Galen's watching me like a hawk right now. He has serial-killer eyes, you know that?" I giggle. "What do you think he'd do if I kissed you good-bye on the cheek?" he whispers conspiratorially. "Don't worry, I'll protect you." He has no idea how serious I am. As he leans in, I brace myself. At the slightest spark of electricity, I'm prepared to turn around with my fists up. But the lightning doesn't strike. Galen is behaving for now. As Mark pulls away from his barely there peck, he sighs. "Do me a favor," he whispers. "Mmm?" "Keep my number. Give me a call if he screws up again." I smile. "I will, I promise. I had a good time tonight." Did the date and Mark's face get salvaged? Do I have a chance to redeem myself with him? He chuckles. "Yeah, glad we got to drive here from Middle Point together. next time, we'll make it a real adventure and take the bus. See you at school, Emma." "Bye.

According to the Institute for Policy Studies (Anderson, Collins, Klinger, Pizzigati, 2011) the ratio between a CEO and an average company salary stood at 42 to 1 back in 1980, while it climbed to 263 to 1 and to 325 to 1 in 2009 and 2010 respectively.

When I was at Salesforce, we spent a lot of time and energy educating investors and analysts on the vast performance differences between subscription software companies and traditional software companies. Lots of them remained fixed on the price-earnings ratio, and could not fathom investing in a company trading—at that point—200x future earnings. We knew that operating profit was essentially meaningless to measuring our value.

the risk ratio for heart disease in people who are overweight or obese is between 1.1 and 2, meaning their risk of developing heart disease is the same as or only slightly higher than the risk for people with “normal” BMIs.

The blood urea nitrogen (BUN) and creatinine blood tests are used to find the ratio of BUN to creatinine. This ratio, which provides a more accurate picture of kidney health, is usually not included on blood test results unless the BUN and/or creatinine values are abnormal. A normal BUN/creatinine ratio is between 10 to 1 and 20 to 1, with the target range between 12 to 1 and 16 to 1. High and low ratios can be indicative of kidney dysfunction and other medical conditions, so if your test results are abnormal, your doctor will order more comprehensive testing to determine the source of the problem.

Personal relationships are the only thing that prevents breakdown in the systems structure. There is constant need for arbitration of conflicts between various members of the system, for adjudication of disputes or jurisdiction, on direction, on budgets, on people, on priorities, and so on. The most important people, regardless of their job descriptions or assigned tasks, spend most of their time keeping the machinery running. In no other organizational structure is the ratio between output and effort needed for internal cohesion as unfavorable as in the systems structure.

High levels of c-reactive protein (0.9mg/DL is ideal), Albumin-globulin ratio (at least 1.8 is an ideal measurement), Omega 6-Omega 3 ratio (ideal ratio should be between 0.5 and 3), Increased levels of the cytokines IL-6 and TNFα,

According to Dr. Lee, a healthy ratio would be somewhere between 50 and 100 times more progesterone to estrogen.

A lobster loser’s brain chemistry differs importantly from that of a lobster winner. This is reflected in their relative postures. Whether a lobster is confident or cringing depends on the ratio of two chemicals that modulate communication between lobster neurons: serotonin and octopamine. Winning increases the ratio of the former to the latter. A lobster with high levels of serotonin and low levels of octopamine is a cocky, strutting sort of shellfish, much less likely to back down when challenged. This is because serotonin helps regulate postural flexion. A flexed lobster extends its appendages so that it can look tall and dangerous, like Clint Eastwood in a spaghetti Western. When a lobster that has just lost a battle is exposed to serotonin, it will stretch itself out, advance even on former victors, and fight longer and harder.9 The drugs prescribed to depressed human beings, which are selective serotonin reuptake inhibitors, have much the same chemical and behavioural effect. In one of the more staggering demonstrations of the evolutionary continuity of life on Earth, Prozac even cheers up lobsters.10 High serotonin/low octopamine characterizes the victor. The opposite neurochemical configuration, a high ratio of octopamine to serotonin, produces a defeated-looking, scrunched-up, inhibited, drooping, skulking sort of lobster, very likely to hang around street corners, and to vanish at the first hint of trouble. Serotonin and octopamine also regulate the tail-flick reflex, which serves to propel a lobster rapidly backwards when it needs to escape. Less provocation is necessary to trigger that reflex in a defeated lobster. You can see an echo of that in the heightened startle reflex characteristic of the soldier or battered child with post-traumatic stress disorder.

what would victory mean in a surprise attack? How disproportionate should the damage be between that caused by the attack and the retaliation? Should it be huge enough to intimidate the enemy into not retaliating at all? What ratio of missiles and warheads would ensure post-attack dominance? How to factor in the human factor in a post-attack blackmail situation—the choice the surviving hand on the nuclear football would make? What would the U.S. do if it is hit first and threatened with a second attack if it strikes back?

One very simple way to compare the workloads of farmers, hunter-gatherers, and modern postindustrial people is to measure physical activity levels (PALs). A PAL score measures the number of calories spent per day (total energy expenditure) divided by the minimum number of calories necessary for the body to function (the basal metabolic rate, BMR). In practical terms, a PAL is the ratio of how much energy one spends relative to how much one would need to sleep all day at a comfortable temperature of about 25 degrees Celsius (78 degrees Fahrenheit). Your PAL is probably about 1.6 if you are a sedentary office worker, but it could be as a low as 1.2 if you spent the day in a hospital on bed rest, and it could be 2.5 or higher if you were training for a marathon or the Tour de France. Various studies have found that PAL scores for subsistence farmers from Africa, Asia, and South America average 2.1 for males and 1.9 for females (range: 1.6 to 2.4), which is just slightly higher than PAL scores for most hunter-gatherers, which average 1.9 for males and 1.8 for females (range: 1.6 to 2.2).38 These averages don’t reflect the considerable variation—daily, seasonal, and annual—within and between groups, but they underscore that most subsistence farmers work as hard if not a little harder than hunter-gatherers and that both ways of life require what people today would consider a moderate workload.

The Hindu scriptures place the present world-age as occurring within the Kali Yuga of a much longer universal cycle than the simple 24,000-year equinoctial cycle with which Sri Yukteswar was concerned. The universal cycle of the scriptures is 4,300,560,000 years in extent, and measures out a Day of Creation. This vast figure is based on the relationship between the length of the solar year and a multiple of pi (3.1416, the ratio of the circumference to the diameter of a circle). The life span for a whole universe, according to the ancient seers, is 314,159,000,000,000 solar years, or “One Age of Brahma.” The Hindu scriptures declare that an earth such as ours is dissolved for one of two reasons: the inhabitants as a whole become either completely good or completely evil. The world mind thus generates a power that releases the captive atoms held together as an earth. Dire pronouncements are occasionally published regarding an imminent “end of the world.” Planetary cycles, however, proceed according to an orderly divine plan. No earthly dissolution is in sight; many ascending and descending equinoctial cycles are yet in store for our planet in its present form. 6

The strength of the familiar electromagnetic force between two electrons, for example, is expressed in physics in terms of a constant known as the fine structure constant. The value of this constant, almost exactly 1/137, has puzzled many generations of physicists. A joke made about the famous English physicist Paul Dirac (1902-1984), one of the founders of quantum mechanics, says that upon arrival to heaven he was allowed to ask God one question. His question was: "Why 1/137?

In short, the idea dawns that the one universal principle which possibly ... between force and structure, the embodiment of the Principle of Least Action and the (unknown) force, which in mathematics is known as the attractor which pulls ... in the direction of the most optimal and relatively stable self-organized criticality, could very well be the Golden Ratio dynamic. the universal principle which as the balance between finiteness and infinity, stability and flexibility underlies self-similar fractal forms emerging at the 'edge of chaos' indeed seems to be the Golden Ratio Spiral.

Yandex translation from Croatian to English: Nomadom was the time when the ratio of beauty began to think about how about love than between two parts, in which opposites attract only magical powers, and the same ratio is equal to the lords and architecture and nature.

In his ... 'Geometrical peculiarities of the Pyramids', Ballard shows the relationship between the equal area theory and the golden number. After checking Herodotus' statement via dimensions Ballard concludes: 'I have therefore the authority of Herodotus to support the theory which I shall subsequently set forth, that this pyramid was the exponent of lines divided in mean and extreme ratio.

This sense of awe goes way back in the history of mathematics. According to legend, Pythagoras felt it around 550 BCE when he and his disciples discovered that music was governed by the ratios of whole numbers. For instance, imagine plucking a guitar string. As the string vibrates, it emits a certain note. Now put your finger on a fret exactly halfway up the string and pluck it again. The vibrating part of the string is now half as long as it used to be—a ratio of 1 to 2—and it sounds precisely an octave higher than the original note (the musical distance from one do to the next in the do-re-mi-fa-sol-la-ti-do scale). If instead the vibrating string is ⅔ of its original length, the note it makes goes up by a fifth (the interval from do to sol; think of the first two notes of the Stars Wars theme). And if the vibrating part is ¾ as long as it was before, the note goes up by a fourth (the interval between the first two notes of “Here Comes the Bride”). The ancient Greek musicians knew about the melodic concepts of octaves, fourths, and fifths and considered them beautiful. This unexpected link between music (the harmony of this world) and numbers (the harmony of an imagined world) led the Pythagoreans to the mystical belief that all is number. They are said to have believed that even the planets in their orbits made music, the music of the spheres.