Quotes about nature and animals

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Claude Monet photo
Claude Monet photo
Claude Monet photo
Claude Monet photo

“These palms are driving me crazy; the motifs are extremely difficult to seize, to put on canvas; it's so bushy everywhere, although delightful to the eye... I would like to do orange and lemon trees silhouetted against the blue sea, but cannot find them as I would like.”

Claude Monet (1840–1926) French impressionist painter

in a letter from Bordighera to friends in Paris, Jan. 1884; as cited in: Joslyn Art Museum, ‎Holliday T. Day, ‎Hollister Sturges (1987), Joslyn Art Museum: Paintings and Sculpture from the European and American Collections, p. 100
1870 - 1890

Claude Monet photo

“I have gone back to some things that can't possibly be done: water, with weeds waving at the bottom. It is a wonderful sight, but it drives one to crazy to try to paint it. But that is the kind of thing I am always a tackling.”

Claude Monet (1840–1926) French impressionist painter

Quote in Monet's letter to art-critic and his friend Gustave Geffroy, 22 June 1890; as cited in Letters of the great artists – from Blake to Pollock, Richard Friedenthal, Thames and Hudson, London, 1963, p. 129
1890 - 1900

Claude Monet photo
Claude Monet photo

“I want to paint the way a bird sings.”

Claude Monet (1840–1926) French impressionist painter

Variant: I would like to paint the way a bird sings.
Source: Monet By Himself

Claude Monet photo

“I must have flowers, always, and always.”

Claude Monet (1840–1926) French impressionist painter

Variant: I must have flowers, always and always.

Dogen photo

“do not view mountains from the scale of human thought”

Dogen (1200–1253) Japanese Zen buddhist teacher
José Rizal photo

“Fate presented itself to some like a chinese fan--one side black, the other side gilded with flowers.”

José Rizal (1861–1896) Filipino writer, ophthalmologist, polyglot and nationalist

Noli me Tangere

Sun Tzu photo
Sun Tzu photo

“When torrential water tosses boulders, it is because of its momentum. When the strike of a hawk breaks the body of its prey, it is because of timing.”

Sun Tzu (-543–-495 BC) ancient Chinese military general, strategist and philosopher from the Zhou Dynasty

Source: The Art of War, Chapter V · Forces

Marilyn Monroe photo

“Dogs never bite me. Just humans.”

Marilyn Monroe (1926–1962) American actress, model, and singer

As quoted in "A Beautiful Child" in Music for Chameleons (1980) by Truman Capote

Edvard Munch photo

“From my rotting body, flowers shall grow and I am in them and that is eternity.”

Edvard Munch (1863–1944) Norwegian painter and printmaker

Quote in Sustainable Landscape Construction: A Guide to Green Building Outdoors (2007) by William Thompson and Kim Sorvig, p. 30
after 1930

Attar of Nishapur photo

“The Sea
Will be the Sea
Whatever the drop's philosophy.”

Attar of Nishapur (1145–1230) Persian Sufi poet

As quoted in The Sun at Midnight : The Revealed Mysteries of the Ahlul Bayt Sufis (2003) by Laurence Galian

G. H. Hardy photo

“Mathematicians have constructed a very large number of different systems of geometry, Euclidean or non-Euclidean, of one, two, three, or any number of dimensions. All these systems are of complete and equal validity. They embody the results of mathematicians' observations of their reality, a reality far more intense and far more rigid than the dubious and elusive reality of physics. The old-fashioned geometry of Euclid, the entertaining seven-point geometry of Veblen, the space-times of Minkowski and Einstein, are all absolutely and equally real. …There may be three dimensions in this room and five next door. As a professional mathematician, I have no idea; I can only ask some competent physicist to instruct me in the facts.
The function of a mathematician, then, is simply to observe the facts about his own intricate system of reality, that astonishingly beautiful complex of logical relations which forms the subject-matter of his science, as if he were an explorer looking at a distant range of mountains, and to record the results of his observations in a series of maps, each of which is a branch of pure mathematics. …Among them there perhaps none quite so fascinating, with quite the astonishing contrasts of sharp outline and shade, as that which constitutes the theory of numbers.”

G. H. Hardy (1877–1947) British mathematician

"The Theory of Numbers," Nature (Sep 16, 1922) Vol. 110 https://books.google.com/books?id=1bMzAQAAMAAJ p. 381

William Wilberforce photo
John Lennon photo
Abraham Joshua Heschel photo