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Abel Quotes

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Abel Quotes

“There's so much love in him, Dad." The mating bond showed her a depth of feeling, of heart, even greater than she'd imagined. He was someone special, Andrew Liam Kincaid, and he was hers. "I wish you could see him as I do." "That would be against the laws of nature," Abel said in a somber tone. "I have to be able to kick his ass if necessary-- therefore, I must see him as the filthy bastard who dared hurt my daughter by getting himself shot." "Are you threatening my mortally wounded mate?" Her father pressed a kiss to her temple. "I'll hold of until he's healthy.”

“La libertad absoluta no existe", se recordó con amargura."Cuando creí que había conquistado la mía vuelvo a caer prisionero de las circunstancias" Con el tiempo había logrado tener más libertad que Esteban, más atado a la herencia familiar y a los mandatos sociales. Sin embargo, aunque el tenía el privilegio de elegir sus relaciones amorosas, se dio cuenta de que sus deseos eran ahora esclavizados por una mujer que no podía tener. "¡Carajo!", penso...”

“Quella volta, Joshua mi rivelò un segreto che poi, come un seme, sarebbe germogliato in me, nel tempo di molti anni e molti dolorosi pensieri. Disse che dovevo stare molto attento perché sebbene la vita scorresse apparentemente come un fiume, dai monti al mare, nello stesso tempo correva però anche in senso contrario, risalendo verso le sorgenti. Così, ragionare di prima e dopo è illusorio, o quanto meno riduttivo, perché, seppure in modo nascosto, il dopo sempre precede il prima mentre mansueto lo segue. È un unico movimento, disse.”

Book:Abel

“In his wretched life of less than twenty-seven years Abel accomplished so much of the highest order that one of the leading mathematicians of the Nineteenth Century (Hermite, 1822-1901) could say without exaggeration, 'Abel has left mathematicians enough to keep them busy for five hundred years.' Asked how he had done all this in the six or seven years of his working life, Abel replied, 'By studying the masters, not the pupils.”

“On the whole, we're a murderous race. According to Genesis, it took as few as four people to make the planet too crowded to stand, and the first murder was a fratricide. Genesis says that in a fit of jealous rage, the very first child born to mortal parents, Cain, snapped and popped the first metaphorical cap in another human being. The attack was a bloody, brutal, violent, reprehensible killing. Cain's brother Abel probably never saw it coming. As I opened the door to my apartment, I was filled with a sense of empathic sympathy and intuitive understanding. For freaking Cain.”

“Death did not first strike Adam, the first sinful man, nor Cain, the first hypocrite, but Abel, the innocent and righteous. The first soul that met with death, overcame death; the first soul that parted from earth went to heaven. Death argues not displeasure, because he whom God loved best dies first, and the murderer is punished with living.”

“Without danger I cannot be great. That is how I pay for Abel's blood. Danger and fear follow my steps everywhere. Without them courage would have no sense. And it is courage, courage, courage that raises the blood of life to crimson splendor.”

“What brings us to perfection? An ingrained faith in God, the 'faith that makes real the things for which we hope' (Heb. 11:1), the faith whereby Abel offered to God a better sacrifice than Cain and was commended as righteous (cf. Heb 11:4). It is such faith that fills those assiduous in the search for truth with great aspiration for the exalted gifts of God, and leads them to the spiritual knowledge of created beings; and it pours into their hearts the inexhaustible treasures of the Spirit.”

“Take the story of Cain and Abel. Why were we given that story? Scientifically, you may have an explanation for it, but I'm not approaching it from the scientific point of view. I'm saying: Why do we need that? It's a sordid story, a depressing story, a dark story. Why should I believe that I'm a descendant of either Cain or Abel? Thank God there is a third son! [Genesis 4:25]”

“I may be a descendant of Seth. I say to myself, What does [the story of Cain and Abel] teach me? So I go back to all the interpretations in the Talmud, which to me are a source of pleasure and joy. Then I say, maybe this story is not for then; maybe it's for now! It's possible for brothers to kill one another in civil wars. But most important, whoever kills, kills his brother. That's a moral conclusion that may not be there; but that must be my conclusion. Otherwise, why read it? Whoever kills, kills his brother.”

“When we're good, we're very, very good, and when we're bad, we're horrid. This is not news, because we're so much more inventive and we have two hands, the left and the right. That is how we think. It's all over our literature, and it's all over the way we arrange archetypes, the good version, the bad version, the god, the devil, the Abel, the Cain, you name it. We arrange things in pairs like that because we know about ourselves.”

“No mathematician should ever allow him to forget that mathematics, more than any other art or science, is a young man's game. ... Galois died at twenty-one, Abel at twenty-seven, Ramanujan at thirty-three, Riemann at forty. There have been men who have done great work later; ... [but] I do not know of a single instance of a major mathematical advance initiated by a man past fifty. ... A mathematician may still be competent enough at sixty, but it is useless to expect him to have original ideas.”

“In his wretched life of less than twenty-seven years Abel accomplished so much of the highest order that one of the leading mathematicians of the Nineteenth Century could say without exaggeration, "Abel has left mathematicians enough to keep them busy for five hundred years." Asked how he had done all this in the six or seven years of his working life, Abel replied, "By studying the masters, not the pupils."”

“Until now the theory of infinite series in general has been very badly grounded. One applies all the operations to infinite series as if they were finite; but is that permissible? I think not. Where is it demonstrated that one obtains the differential of an infinite series by taking the differential of each term? Nothing is easier than to give instances where this is not so.”

“The gods were bored and so they created man. Adam was bored because he was alone, so Eve was created. Thus boredom entered the world, and increased in proportion to the increase in population. Adam was bored alone, then Adam and Eve were bored together; them Adam and Eve and Cain and Abel were bored en famille; then the population of the world increased, and the people were bored en masse.”