Quotes about proportion

A collection of quotes on the topic of proportion, other, use, most.

Quotes about proportion

Andrzej Sapkowski photo
Coco Chanel photo

“Fashion is architecture. It is a matter of proportions.”

Coco Chanel (1883–1971) French fashion designer

As quoted in Coco Chanel : Her Life, Her Secrets (1971) by Marcel Haedrich

“Aid (from Allah) is in proportion to the trouble.”

Nahj al-Balagha

Fulton J. Sheen photo

“Anxiety increases in direct ratio and proportion as man departs from God.”

Fulton J. Sheen (1895–1979) Catholic bishop and television presenter

Source: Peace of Soul (1949), Ch. 2, p. 19

Gottfried Leibniz photo

“Now, as there is an infinity of possible universes in the Ideas of God, and as only one of them can exist, there must be a sufficient reason for God's choice, which determines him toward one rather than another. And this reason can be found only in the fitness, or the degrees of perfection, that these worlds contain, since each possible thing has the right to claim existence in proportion to the perfection it involves.”

Gottfried Leibniz (1646–1716) German mathematician and philosopher

Or, comme il y a une infinité d'univers possibles dans les idées de Dieu, et qu'il n'en peut exister qu'un seul, il faut qu'il y ait une raison suffisante du choix de Dieu qui le détermine à l'un plutôt qu'à l'autre. Et cette raison ne peut se trouver que dans la convenance, dans les degrés de perfection que ces mondes contiennent, chaque possible ayant droit de prétendre à l'existence à mesure de la perfection qu'il enveloppe.
La monadologie (53 & 54).
The Monadology (1714)

Rudolf Clausius photo
Aryabhata photo
Mwanandeke Kindembo photo
Henry David Thoreau photo
Luc de Clapiers, Marquis de Vauvenargues photo
Aleksandr Solzhenitsyn photo
Archimedes photo

“Two magnitudes whether commensurable or incommensurable, balance at distances reciprocally proportional to the magnitudes.”

Book 1, Propositions 6 & 7, The Law of the Lever.
On the Equilibrium of Planes

Luca Pacioli photo
Stefan Zweig photo
Daniel Webster photo

“Liberty exists in proportion to wholesome restraint.”

Daniel Webster (1782–1852) Leading American senator and statesman. January 18, 1782 – October 24, 1852. Served as the Secretary of Sta…

Speech at the Charleston Bar Dinner (May 10, 1847); reported in Edward Everett, ed., The Works of Daniel Webster (1851), Vol. II, p. 393

George Orwell photo
Hans-Georg Gadamer photo
José Rizal photo
Corrie ten Boom photo
Douglas Adams photo
Karl Marx photo
Anthony de Mello photo

“Wisdom tends to grow in proportion to one's awareness of one's ignorance.”

Anthony de Mello (1931–1987) Indian writer

Wisdom
Source: One Minute Wisdom (1989)

William Shakespeare photo
Michael J. Fox photo
Emil M. Cioran photo
Karl Marx photo

“The increase in value of the world of things is directly proportional to the decrease in value of the human world.”

Karl Marx (1818–1883) German philosopher, economist, sociologist, journalist and revolutionary socialist

Source: Economic & Philosophic Manuscripts of 1844/The Communist Manifesto

Simone Weil photo
Bertrand Russell photo

“A man is rational in proportion as his intelligence informs and controls his desires.”

Bertrand Russell (1872–1970) logician, one of the first analytic philosophers and political activist

Source: Sceptical Essays

Mark Twain photo
Henry David Thoreau photo

“A man is rich in proportion to the number of things which he can afford to let alone.”

Variant: A man is rich in proportion to the number of things he can afford to let alone.
Source: Walden

Isaac Newton photo
Peter F. Drucker photo
Abraham Lincoln photo
Leonardo Da Vinci photo

“A shadow will appear dark in proportion to the brilliancy of the light surrounding it and conversely it will be less conspicuous where it is seen against a darker background.”

Leonardo Da Vinci (1452–1519) Italian Renaissance polymath

The Notebooks of Leonardo da Vinci (1883), IV Perspective of Disappearance

Margaret Fuller photo
Auguste Comte photo

“Notwithstanding the eminent difficulties of the mathematical theory of sonorous vibrations, we owe to it such progress as has yet been made in acoustics. The formation of the differential equations proper to the phenomena is, independent of their integration, a very important acquisition, on account of the approximations which mathematical analysis allows between questions, otherwise heterogeneous, which lead to similar equations. This fundamental property, whose value we have so often to recognize, applies remarkably in the present case; and especially since the creation of mathematical thermology, whose principal equations are strongly analogous to those of vibratory motion. This means of investigation is all the more valuable on account of the difficulties in the way of direct inquiry into the phenomena of sound. We may decide the necessity of the atmospheric medium for the transmission of sonorous vibrations; and we may conceive of the possibility of determining by experiment the duration of the propagation, in the air, and then through other media; but the general laws of the vibrations of sonorous bodies escape immediate observation. We should know almost nothing of the whole case if the mathematical theory did not come in to connect the different phenomena of sound, enabling us to substitute for direct observation an equivalent examination of more favorable cases subjected to the same law. For instance, when the analysis of the problem of vibrating chords has shown us that, other things being equal, the number of oscillations is hi inverse proportion to the length of the chord, we see that the most rapid vibrations of a very short chord may be counted, since the law enables us to direct our attention to very slow vibrations. The same substitution is at our command in many cases in which it is less direct.”

Auguste Comte (1798–1857) French philosopher

Bk. 3, chap. 4; as cited in: Moritz (1914, 240)
System of positive polity (1852)

Abraham Lincoln photo
Henry Temple, 3rd Viscount Palmerston photo
Napoleon I of France photo
Mark Twain photo
George Washington photo
Mark Twain photo

“Why, it was like reading about France and the French, before the ever memorable and blessed Revolution, which swept a thousand years of such villany away in one swift tidal-wave of blood -- one: a settlement of that hoary debt in the proportion of half a drop of blood for each hogshead of it that had been pressed by slow tortures out of that people in the weary stretch of ten centuries of wrong and shame and misery the like of which was not to be mated but in hell. There were two "Reigns of Terror," if we would but remember it and consider it; the one wrought murder in hot passion, the other in heartless cold blood; the one lasted mere months, the other had lasted a thousand years; the one inflicted death upon ten thousand persons, the other upon a hundred millions; but our shudders are all for the "horrors" of the minor Terror, the momentary Terror, so to speak; whereas, what is the horror of swift death by the axe, compared with lifelong death from hunger, cold, insult, cruelty, and heart-break? What is swift death by lightning compared with death by slow fire at the stake? A city cemetery could contain the coffins filled by that brief Terror which we have all been so diligently taught to shiver at and mourn over; but all France could hardly contain the coffins filled by that older and real Terror -- that unspeakably bitter and awful Terror which none of us has been taught to see in its vastness or pity as it deserves.”

Ch. 13 http://www.literature.org/authors/twain-mark/connecticut/chapter-13.html
A Connecticut Yankee in King Arthur's Court (1889)

Yuvan Shankar Raja photo
James Bradley photo

“If we suppose the distance of the fixed stars from the sun to be so great that the diameter of the earth's orbit viewed from them would not subtend a sensible angle, or which amounts to the same, that their annual parallax is quite insensible; it will then follow that a line drawn from the earth in any part of its orbit to a fixed star, will always, as to sense, make the same angle with the plane of the ecliptic, and the place of the star, as seen from the earth, would be the same as seen from the sun placed in the focus of the ellipsis described by the earth in its annual revolution, which place may therefore be called its true or real place.
But if we further suppose that the velocity of the earth in its orbit bears any sensible proportion to the velocity with which light is propagated, it will thence follow that the fixed stars (though removed too far off to be subject to a parallax on account of distance) will nevertheless be liable to an aberration, or a kind of parallax, on account of the relative velocity between light and the earth in its annual motion.
For if we conceive, as before, the true place of any star to be that in which it would appear viewed from the sun, the visible place to a spectator moving along with the earth, will be always different from its true, the star perpetually appearing out of its true place more or less, according as the velocity of the earth in its orbit is greater or less; so that when the earth is in its perihelion, the star will appear farthest distant from its true place, and nearest to it when the earth is in its aphelion; and the apparent distance in the former case will be to that in the latter in the reciprocal proportion of the distances of the earth in its perihelion and its aphelion. When the earth is in any other part of its orbit, its velocity being always in the reciprocal proportion of the perpendicular let fall from the sun to the tangent of the ellipse at that point where the earth is, or in the direct proportion of the perpendicular let fall upon the same tangent from the other focus, it thence follows that the apparent distance of a star from its true place, will be always as the perpendicular let fall from the upper focus upon the tangent of the ellipse. And hence it will be found likewise, that (supposing a plane passing through the star parallel to the earth's orbit) the locus or visible place of the star on that plane will always be in the circumference of a circle, its true place being in that diameter of it which is parallel to the shorter axis of the earth's orbit, in a point that divides that diameter into two parts, bearing the same proportion to each other, as the greatest and least distances of the earth from the sun.”

James Bradley (1693–1762) English astronomer; Astronomer Royal

Miscellaneous Works and Correspondence (1832), Demonstration of the Rules relating to the Apparent Motion of the Fixed Stars upon account of the Motion of Light.

Peter L. Berger photo

“The encounter with bureaucracy takes place in a mode of explicit abstraction. … This fact gives rise to a contradiction. The individual expects to be treated “justly.” As we have seen, there is considerable moral investment in this expectation. The expected “just” treatment, however, is possible only if the bureaucracy operates abstractly, and that means it will treat the individual “as a number.” Thus the very “justice” of this treatment entails a depersonalization of each individual case. At least potentially, this constitutes a threat to the individual’s self-esteem and, in the extreme case, to his subjective identity. The degree to which this threat is actually felt will depend on extrinsic factors, such as the influence of culture critics who decry the “alienating” effects of bureaucratic organization. One may safely generalize here that the threat will be felt in direct proportion to the development of individualistic and personalistic values in the consciousness of the individual. Where such values are highly developed, it is likely that the intrinsic abstraction of bureaucracy will be felt as an acute irritation at best or an intolerable oppression at worst. In such cases the “duties” of the bureaucrat collide directly with the “rights” of the client—not, of course, those “rights” that are bureaucratically defined and find their correlates in the “duties” of the bureaucrat, but rather those “rights” that derive from extrabureaucratic values of personal autonomy, dignity and worth. The individual whose allegiance is given to such values is almost certainly going to resent being treated “as a number.””

Peter L. Berger (1929–2017) Austrian-born American sociologist

Source: The Homeless Mind: Modernization and Consciousness (1973), pp. 55-56

Napoleon I of France photo
Bertrand Russell photo
Leon Trotsky photo
Stefan Zweig photo
Abraham Lincoln photo
Isaac Newton photo
Bertil Ohlin photo

“The productive factors enter into the production of different commodities in very different proportions.”

Bertil Ohlin (1899–1979) Swedish economist and politician

Source: Interregional and international trade. (1933), p. 30.

Michael Collins (Irish leader) photo
C.G. Jung photo
Nathanael Greene photo
Richard Wagner photo
Michel Bréal photo
Bertrand Russell photo
Leonardo Da Vinci photo

“To manage the large mould make a model of the small mould, make a small room in proportion.”

Leonardo Da Vinci (1452–1519) Italian Renaissance polymath

The Notebooks of Leonardo da Vinci (1883), XI The Notes on Sculpture

Maria Callas photo

“[Serafin was] an extraordinary coach, sharp as a vecchio lupo [old wolfe]. He opened a world to me, showed me there was a reason for everything, that even fiorature and trills… have a reason in the composer's mind, that they are the expression of the stato d'animo [state of mind] of the character — that is, the way he feels at the moment, the passing emotions that take hold of him. He would coach us for every little detail, every movement, every word, every breath. One of the things he told me — and this is the basis of bel canto — is never to attack a note from underneath or from above, but always to prepare it in the face. He taught me that pauses are often more important than the music. He explained that there was a rhythm — these are the things you get only from that man! — a measure for the human ear, and that if a note was too long, it was no good after a while. A fermata always must be measured, and if there are two fermate close to one another in the score, you ignore one of them. He taught me the proportions of recitative — how it is elastic, the proportions altering so slightly that only you can understand it…. But in performance he left you on your own. "When I am in the pit, I am there to serve you, because I have to save my performance." he would say. We would look down and feel we had a friend there. He was helping you all the way. He would mouth all the words. If you were not well, he would speed up the tempo, and if you were in top form, he would slow it down to let you breathe, to give you room. He was breathing with you, living the music with you, loving it with you. It was elastic, growing, living.”

Maria Callas (1923–1977) American-born Greek operatic soprano

Callas : The Art and the Life (1974)

Leonardo Da Vinci photo
Bertrand Russell photo
Douglass C. North photo
Leonardo Da Vinci photo

“A luminous body will appear more brilliant in proportion as it is surrounded by deeper shadow.”

Leonardo Da Vinci (1452–1519) Italian Renaissance polymath

The Notebooks of Leonardo da Vinci (1883), IV Perspective of Disappearance

H.P. Lovecraft photo

“The worship of violence marks a reversion to barbarism for human civilization. This reversion happens most easily inside autocratic political systems, and the extent of the return to caveman impulses in in direct proportion to the barbarity of the autocracy within which it takes place: the more barbaric the dictatorship, the more devoutly the people will worship violence.”

Liu Xiaobo (1955–2017) Chinese literary critic, writer, professor, and human rights activist

"Bellicose and Thuggish: The Roots of Chinese "Patriotism" at the Dawn of the Twenty-First Century" (2002)
No Enemies, No Hate: Selected Essays and Poems

Leonardo Da Vinci photo

“Many will be busied in taking away from a thing, which will grow in proportion as it is diminished.”

Leonardo Da Vinci (1452–1519) Italian Renaissance polymath

Of a ditch
The Notebooks of Leonardo da Vinci (1883), XX Humorous Writings

Jules Verne photo

“But Heaven never sends unmixed grief, and for Professor Liedenbrock there was a satisfaction in store proportioned to his desperate anxieties.”

Mais aux grandes douleurs le ciel mêle incessamment les grandes joies, et il réservait au professeur Lidenbrock une satisfaction égale à ses désespérants ennuis.
Source: Journey to the Center of the Earth (1864), Ch. XVI: Boldly down the crater

Isaac Newton photo

“In the beginning of the year 1665 I found the method of approximating Series and the Rule for reducing any dignity of any Binomial into such a series. The same year in May I found the method of tangents of Gregory and Slusius, and in November had the direct method of Fluxions, and the next year in January had the Theory of Colours, and in May following I had entrance into the inverse method of Fluxions. And the same year I began to think of gravity extending to the orb of the Moon, and having found out how to estimate the force with which [a] globe revolving within a sphere presses the surface of the sphere, from Kepler's Rule of the periodical times of the Planets being in a sesquialterate proportion of their distances from the centers of their orbs I deduced that the forces which keep the Planets in their Orbs must [be] reciprocally as the squares of their distances from the centers about which they revolve: and thereby compared the force requisite to keep the Moon in her orb with the force of gravity at the surface of the earth, and found them answer pretty nearly. All this was in the two plague years of 1665 and 1666, for in those days I was in the prime of my age for invention, and minded Mathematicks and Philosophy more than at any time since. What Mr Hugens has published since about centrifugal forces I suppose he had before me. At length in the winter between the years 1676 and 1677 I found the Proposition that by a centrifugal force reciprocally as the square of the distance a Planet must revolve in an Ellipsis about the center of the force placed in the lower umbilicus of the Ellipsis and with a radius drawn to that center describe areas proportional to the times. And in the winter between the years 1683 and 1684 this Proposition with the Demonstration was entered in the Register book of the R. Society. And this is the first instance upon record of any Proposition in the higher Geometry found out by the method in dispute. In the year 1689 Mr Leibnitz, endeavouring to rival me, published a Demonstration of the same Proposition upon another supposition, but his Demonstration proved erroneous for want of skill in the method.”

Isaac Newton (1643–1727) British physicist and mathematician and founder of modern classical physics

(ca. 1716) A Catalogue of the Portsmouth Collection of Books and Papers Written by Or Belonging to Sir Isaac Newton https://books.google.com/books?id=3wcjAAAAMAAJ&pg=PR18 (1888) Preface
Also partially quoted in Sir Sidney Lee (ed.), The Dictionary of National Biography Vol.40 http://books.google.com/books?id=NycJAAAAIAAJ (1894)

Theodore Roosevelt photo
Thomas Hardy photo
François Viète photo

“In mathematics there is a certain way of seeking the truth, a way which Plato is said first to have discovered and which was called "analysis" by Theon and was defined by him as "taking the thing sought as granted and proceeding by means of what follows to a truth which is uncontested"; so, on the other hand, "synthesis" is "taking the thing that is granted and proceeding by means of what follows to the conclusion and comprehension of the thing sought." And although the ancients set forth a twofold analysis, the zetetic and the poristic, to which Theon's definition particularly refers, it is nevertheless fitting that there be established also a third kind, which may be called rhetic or exegetic, so that there is a zetetic art by which is found the equation or proportion between the magnitude that is being sought and those that are given, a poristic art by which from the equation or proportion the truth of the theorem set up is investigated, and an exegetic art by which from the equation set up or the proportion, there is produced the magnitude itself which is being sought. And thus, the whole threefold analytic art, claiming for itself this office, may be defined as the science of right finding in mathematics…. the zetetic art does not employ its logic on numbers—which was the tediousness of the ancient analysts—but uses its logic through a logistic which in a new way has to do with species [of number]…”

François Viète (1540–1603) French mathematician

Source: In artem analyticem Isagoge (1591), Ch. 1 as quoted by Jacob Klein, Greek Mathematical Thought and the Origin of Algebra (1934-1936) Appendix.

Charan Singh photo
Leonardo Da Vinci photo
Leonardo Da Vinci photo
Leon Trotsky photo
Leon Trotsky photo

“Bureaucracy and social harmony are inversely proportional to each other.”

Source: The Revolution Betrayed (1936), p. 41

Jeremy Bentham photo
Benjamin Disraeli photo

“I say, then, assuming, as I have given you reason to assume, that the price of wheat, when this system is established, ranges in England at 35s. per quarter, and other grain in proportion, this is not a question of rent, but it is a question of displacing the labour of England that produces corn, in order, on an extensive and even universal scale, to permit the entrance into this country of foreign corn produced by foreign labour. Will that displaced labour find new employment? … But what are the resources of this kind of industry to employ and support the people, supposing the great depression in agricultural produce occur which is feared—that this great revolution, as it has appropriately been called, takes place—that we cease to be an agricultural people—what are the resources that would furnish employment to two-thirds of the subverted agricultural population—in fact, from 3,500,000 to 4,000,000 of people? Assume that the workshop of the world principle is carried into effect—assume that the attempt is made to maintain your system, both financial and domestic, on the resources of the cotton trade—assume that, in spite of hostile tariffs, that already gigantic industry is doubled…you would only find increased employment for 300,000 of your population…What must be the consequence? I think we have pretty good grounds for anticipating social misery and political disaster.”

Benjamin Disraeli (1804–1881) British Conservative politician, writer, aristocrat and Prime Minister

Speech http://hansard.millbanksystems.com/commons/1846/may/15/corn-importation-bill-adjourned-debate in the House of Commons (15 May 1846).
1840s

Isaac Newton photo
Jean Jacques Rousseau photo

“Sensitivity is the principle of all action. A being, albeit animated, who would feel nothing, would never act, for what would its motive for acting be? God himself is sensitive since he acts. All men are therefore sensitive, and perhaps to the same degree, but not in the same manner. There is a purely passive physical and organic sensitivity which seems to have as its end only the preservation of our bodies and of our species through the direction of pleasure and pain. There is another sensitivity that I call active and moral which is nothing other than the faculty of attaching our affections to beings who are foreign to us. This type, about which study of nerve pairs teaches nothing, seems to offer a fairly clear analogy for souls to the magnetic faculty of bodies. Its strength is in proportion to the relationships we feel between ourselves and other beings, and depending on the nature of these relationships it sometimes acts positively by attraction, sometimes negatively by repulsion, like the poles of a magnet. The positive or attracting action is the simple work of nature, which seeks to extend and reinforce the feeling of our being; the negative or repelling action, which compresses and diminishes the being of another, is a combination produced by reflection. From the former arise all the loving and gentle passions, and from the latter all the hateful and cruel passions.”

Jean Jacques Rousseau (1712–1778) Genevan philosopher

Second Dialogue; translated by Judith R. Bush, Christopher Kelly, Roger D. Masters
Dialogues: Rousseau Judge of Jean-Jacques (published 1782)

Jean Jacques Rousseau photo
Vangelis photo
Francis Bacon photo

“The use of this feigned history hath been to give some shadow of satisfaction to the mind of man in those points wherein the nature of things doth deny it, the world being in proportion inferior to the soul”

The Advancement of Learning (1605)
Context: The use of this feigned history hath been to give some shadow of satisfaction to the mind of man in those points wherein the nature of things doth deny it, the world being in proportion inferior to the soul; by reason whereof there is, agreeable to the spirit of man, a more ample greatness, a more exact goodness, and a more absolute variety, than can be found in the nature of things. Therefore, because the acts or events of true history have not that magnitude which satisfieth the mind of man, poesy feigneth acts and events greater and more heroical: because true history propoundeth the successes and issues of actions not so agreeable to the merits of virtue and vice, therefore poesy feigns them more just in retribution, and more according to revealed providence: because true history representeth actions and events more ordinary, and less interchanged, therefore poesy endueth them with more rareness, and more unexpected and alternative variations: so as it appeareth that poesy serveth and conferreth to magnanimity, morality, and to delectation. And therefore it was ever thought to have some participation of divineness, because it doth raise and erect the mind, by submitting the shows of things to the desires of the mind; whereas reason doth buckle and bow the mind into the nature of things.

Book II, iv, 2

Samuel Johnson photo

“Every man is rich or poor according to the proportion between his desires and his enjoyments”

No. 163 (8 October 1751)
The Rambler (1750–1752)
Context: Every man is rich or poor according to the proportion between his desires and his enjoyments; any enlargement of wishes is therefore equally destructive to happiness with the diminution of possession, and he that teaches another to long for what he never shall obtain is no less an enemy to his quiet than if he had robbed him of part of his patrimony.

Isaac Newton photo

“It seems probable to me that God, in the beginning, formed matter in solid, massy, hard, impenetrable, moveable particles, of such sizes and figures, and with such other properties, and in such proportions to space, as most conduced to the end for which He formed them”

Query 31 : Have not the small particles of bodies certain powers, virtues, or forces, by which they act at a distance, not only upon the rays of light for reflecting, refracting, and inflecting them, but also upon one another for producing a great part of the Phenomena of nature? <br/> How these Attractions may be perform'd, I do not here consider. What I call Attraction may be perform'd by impulse, or by some other means unknown to me. I use that Word here to signify only in general any Force by which Bodies tend towards one another, whatsoever be the Cause. For we must learn from the Phaenomena of Nature what Bodies attract one another, and what are the Laws and Properties of the attraction, before we enquire the Cause by which the Attraction is perform'd, The Attractions of Gravity, Magnetism and Electricity, react to very sensible distances, and so have been observed by vulgar Eyes, and there may be others which reach to so small distances as hitherto escape observation; and perhaps electrical Attraction may react to such small distances, even without being excited by Friction
Opticks (1704)
Context: It seems probable to me that God, in the beginning, formed matter in solid, massy, hard, impenetrable, moveable particles, of such sizes and figures, and with such other properties, and in such proportions to space, as most conduced to the end for which He formed them; and that these primitive particles, being solids, are incomparably harder than any porous bodies compounded of them, even so very hard as never to wear or break in pieces; no ordinary power being able to divide what God had made one in the first creation. While the particles continue entire, they may compose bodies of one and the same nature and texture in all ages: but should they wear away or break in pieces, the nature of things depending on them would be changed.<!-- Book III, Part I, pp.375-376 http://books.google.com/books?id=XXu4AkRVBBoC

Friedrich Nietzsche photo

“It is because of their impotence that in them hatred grows to monstrous and uncanny proportions, to the most spiritual and poisonous kind of hatred.”

Essay 1, Section 7
On the Genealogy of Morality (1887)
Context: As is well known, the priests are the most evil enemies — but why? Because they are the most impotent. It is because of their impotence that in them hatred grows to monstrous and uncanny proportions, to the most spiritual and poisonous kind of hatred. The truly great haters in the world history have always been priests; likewise the most ingenious haters: other kinds of spirit hardly come into consideration when compared with the spirit of priestly vengefulness.

Frank Herbert photo

“It is demonstrable that power structures tend to attract people who want power for the sake of power and that a significant proportion of such people are imbalanced — in a word, insane.”

Frank Herbert (1920–1986) American writer

Dune Genesis (1980)
Context: Don't give over all of your critical faculties to people in power, no matter how admirable those people may appear to be. Beneath the hero's facade you will find a human being who makes human mistakes. Enormous problems arise when human mistakes are made on the grand scale available to a superhero. And sometimes you run into another problem.
It is demonstrable that power structures tend to attract people who want power for the sake of power and that a significant proportion of such people are imbalanced — in a word, insane. … Heroes are painful, superheroes are a catastrophe. The mistakes of superheroes involve too many of us in disaster.
It is the systems themselves that I see as dangerous.

George Washington photo

“It may be laid down, as a primary position, and the basis of our system, that every citizen who enjoys the protection of a free government, owes not only a proportion of his property, but even of his personal services to the defence of it”

George Washington (1732–1799) first President of the United States

"Sentiments on a Peace Establishment" in a letter to Alexander Hamilton (2 May 1783); published in The Writings of George Washington (1938), edited by John C. Fitzpatrick, Vol. 26, p. 289
1780s
Context: It may be laid down, as a primary position, and the basis of our system, that every citizen who enjoys the protection of a free government, owes not only a proportion of his property, but even of his personal services to the defence of it, and consequently that the Citizens of America (with a few legal and official exceptions) from 18 to 50 Years of Age should be borne on the Militia Rolls, provided with uniform Arms, and so far accustomed to the use of them, that the Total strength of the Country might be called forth at Short Notice on any very interesting Emergency.

Abraham Lincoln photo

“It is fair that each man shall pay taxes in exact proportion to the value of his property; but if we should wait before collecting a tax to adjust the taxes upon each man in exact proportion with every other man, we should never collect any tax at all.”

Abraham Lincoln (1809–1865) 16th President of the United States

1860s, Speeches to Ohio Regiments (1864), Speech to the One Hundred Sixty-fourth Ohio Regiment
Context: I say this in order to impress upon you, if you are not already so impressed, that no small matter should divert us from our great purpose. There may be some irregularities in the practical application of our system. It is fair that each man shall pay taxes in exact proportion to the value of his property; but if we should wait before collecting a tax to adjust the taxes upon each man in exact proportion with every other man, we should never collect any tax at all. There may be mistakes made sometimes; things may be done wrong while the officers of the Government do all they can to prevent mistakes. But I beg of you, as citizens of this great Republic, not to let your minds to carried off from the great work we have before us. This struggle is too large for you to be diverted from it by any small matter.

Friedrich Engels photo

“Everywhere the proletariat develops in step with the bourgeoisie. In proportion, as the bourgeoisie grows in wealth, the proletariat grows in numbers.”

Principles of Communism (1847)
Context: Everywhere the proletariat develops in step with the bourgeoisie. In proportion, as the bourgeoisie grows in wealth, the proletariat grows in numbers. For, since the proletarians can be employed only by capital, and since capital extends only through employing labor, it follows that the growth of the proletariat proceeds at precisely the same pace as the growth of capital. Simultaneously, this process draws members of the bourgeoisie and proletarians together into the great cities where industry can be carried on most profitably, and by thus throwing great masses in one spot it gives to the proletarians a consciousness of their own strength. Moreover, the further this process advances, the more new labor-saving machines are invented, the greater is the pressure exercised by big industry on wages, which, as we have seen, sink to their minimum and therewith render the condition of the proletariat increasingly unbearable. The growing dissatisfaction of the proletariat thus joins with its rising power to prepare a proletarian social revolution.

Adam Weishaupt photo
Aurelius Augustinus photo
This quote waiting for review.
Ha-Joon Chang photo

“The severity of the itch is inversely proportional to the ability to reach it.” – Chloe Traeger”

Jill Shalvis (1963) American writer

Source: Head Over Heels