“It is helpful to know the proper way to behave, so one can decide whether or not to be proper.”
Source: Ella Enchanted
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Gail Carson Levine 38
American writer 1947Related quotes

Source: The Monkey Grammarian (1974), Ch. 2
Context: It is not proper to project our feelings onto things or to attribute our own sensations and passions to them. Can it also be improper to see in them a guide, a way of life? To learn the art of remaining motionless amid the agitation of the whirlwind, to learn to remain still and to be as transparent as this fixed light amid the frantic branches — this may be a program for life. <!-- But the bright spot is no longer an oval pool but an incandescent triangle, traversed by very fine flutings of shadow. The triangle stirs almost imperceptibly, until little by little a luminous boiling takes place, at the outer edges first, and then, with increasing fury, in its fiery center, as if all this liquid light were a seething substance gradually becoming yellower and yellower. Will it explode? The bubbles continually flare up and die away, in a rhythm resembling that of panting breath. As the sky grows darker, the bright patch of light dims and begins to flicker; it might almost be a lamp about to go out amid turbulent shadows. The trees remain exactly where they were, although they are now clad in another light.

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The Differential and Integral Calculus (1836)

The Princess of Wales' speech on care in the community (17 November 1993) http://www.settelen.com/diana_care_in_the_community.htm

President Niinistö commented the European refugee crisis while delivering an address to the Parliament of Finland on 3 February 2016.
Source: Tasavallan presidentti Sauli Niinistön puhe valtiopäivien avajaisissa 3.2.2016 http://www.presidentti.fi/public/default.aspx?contentid=341374&nodeid=44810&contentlan=1&culture=fi Website of the President of Finland. Retrieved 13 July 2017.

This was the method followed by Euclid, who, fortunately for us, never dreamed of a geometry of triangles, as distinguished from a geometry of circles, or a separate application of the arithmetics of addition and subtraction; but made one help out the other as he best could.
The Differential and Integral Calculus (1836)