Every man alive in the world is a beggar of one sort or another, every last one of them, great and small. The priest begs God for grace, and the king begs something for something. Sometimes he begs the people for loyalty, sometimes he begs God to forgive him. No man in the world can have endured ten years without having begged God to forgive him.
–William Saroyan, “The Beggars” in The William Saroyan Reader (1958); courtesy of Wikiquote
The religion of the Sufi is not separate from the religions of the world. People have fought in vain about the names and lives of their saviors, and have named their religions after the name of their savior, instead of uniting with each other in the truth that is taught. This truth can be traced in all religions, whether one community calls another pagan or infidel or heathen. Such persons claim that theirs is the only scripture, and their place of worship the only abode of God. Sufism is a name applied to a certain philosophy by those who do not accept the philosophy; hence it cannot really be described as a religion; it contains a religion but is not itself a religion. Sufism is a religion if one wishes to learn religion from it. But it is beyond religion, for it is the light, the sustenance of every soul, raising the mortal being to immortality.
–Inayat Khan, in The Spiritual Message of Hazrat Inayat Khan, Vol. I, The Way of Illumination, Section I – The Way of Illumination, Part III : The Sufi; courtesy of Wikiquote
Pure mathematics consists entirely of assertions to the effect that, if such and such a proposition is true of anything, then such and such another proposition is true of that thing. It is essential not to discuss whether the first proposition is really true, and not to mention what the anything is, of which it is supposed to be true. Both these points would belong to applied mathematics. We start, in pure mathematics, from certain rules of inference, by which we can infer that if one proposition is true, then so is some other proposition. These rules of inference constitute the major part of the principles of formal logic. We then take any hypothesis that seems amusing, and deduce its consequences. If our hypothesis is about anything, and not about some one or more particular things, then our deductions constitute mathematics. Thus mathematics may be defined as the subject in which we never know what we are talking about, nor whether what we are saying is true. People who have been puzzled by the beginnings of mathematics will, I hope, find comfort in this definition, and will probably agree that it is accurate.
–Bertrand Russell, Recent Work on the Principles of Mathematics, published in International Monthly, Vol. 4 (1901), courtesy of Wikiquote
If all things are in common among friends, the most precious is Wisdom. What can Juno give which thou canst not receive from Wisdom? What mayest thou admire in Venus which thou mayest not also contemplate in Wisdom? Her beauty is not small, for the lord of all things taketh delight in her. Her I have loved and diligently sought from my youth up.
–Giordano Bruno, courtesy of Wikiquote
If a law commands me to sin I will break it; if it calls me to suffer, I will let it take its course unresistingly. The doctrine of blind obedience and unqualified submission to any human power, whether civil or ecclesiastical, is the doctrine of despotism, and ought to have no place among Republicans and Christians.
–Angelina Emily Grimké, Appeal to the Christian Women of the South (1836), p. 20.; courtesy Wikiquote
I read, I study, I examine, I listen, I reflect, and out of all of this I try to form an idea into which I put as much common sense as I can. I shall not speak much for fear of saying foolish things; I will risk still less for fear of doing them, for I am not disposed to abuse the confidence which they have deigned to show me. Such is the conduct which until now I have followed and will follow.
–Gilbert du Motier, Marquis de Lafayette, Letter to his father-in-law, the Duc d’Ayan (4 December 1776), as quoted in George Washington’s Generals and Opponents : Their Exploits and Leadership (1994) by George Athan Billias, p. 219; courtesy of Wikiquote.
All the comics are sigils. “Sigil” as a word is out of date. All this magic stuff needs new terminology because it’s not what people are being told it is at all. It’s not all this wearying symbolic misdirection that’s being dragged up from the Victorian Age, when no-one was allowed to talk plainly and everything was in coy poetic code. The world’s at a crisis point and it’s time to stop bullshitting around with Qabalah and Thelema and Chaos and Information and all the rest of the metaphoric smoke and mirrors designed to make the rubes think magicians are “special” people with special powers. It’s not like that. Everyone does magic all the time in different ways. “Life” plus “significance” = magic.
–Grant Morrison, in “Grant Morrison: Master & Commander” by Christopher Butcher, Part 4 : Highway X
The unconscious is the larger circle which includes within itself the smaller circle of the conscious; everything conscious has its preliminary step in the unconscious, whereas the unconscious may stop with this step and still claim full value as a psychic activity. Properly speaking, the unconscious is the real psychic; its inner nature is just as unknown to us as the reality of the external world, and it is just as imperfectly reported to us through the data of consciousness as is the external world through the indications of our sensory organs.
–Sigmund Freud, Dream Psychology : Psychoanalysis For Beginners (1920) as translated by M. D. Eder; courtesy of Wikiquote
The history of a battle, is not unlike the history of a ball. Some individuals may recollect all the little events of which the great result is the battle won or lost, but no individual can recollect the order in which, or the exact moment at which, they occurred, which makes all the difference as to their value or importance. ..
–Arthur Wellesley, 1st Duke of Wellington, Letter to John Croker (8 August 1815), as quoted in The History of England from the Accession of James II (1848) by Thomas Babington Macaulay, Volume I Chapter 5; and in The Waterloo Letters (1891) edited by H. T. Sibome; courtesy of Wikiquote