Kant's Inaugural Dissertation (1770), Section III On The Principles Of The Form Of The Sensible World
“How could one argue with a man who was always drawing lines and circles to explain the position; who, one day, drew a diagram [here Michael illustrated with pen and paper] saying 'take a point A, draw a straight line to point B, now three-fourths of the way up the line take a point C. The straight line AB is the road to the Republic; C is where we have got to along the road, we canot move any further along the straight road to our goal B; take a point out there, D [off the line AB]. Now if we bend the line a bit from C to D then we can bend it a little further, to another point E and if we can bend it to CE that will get us around Cathal Brugha which is what we want!”
How could you talk to a man like that?
Referring to Eamon de Valera in conversation with Michael Hayes, at the debates over the Anglo-Irish Treaty in 1921
Michael Hayes Papers, P53/299, UCDA
Quoted in Doherty, Gabriel and Keogh, Dermot (2006). Michael Collins and the Making of the Irish State. Mercier Press, p. 153.
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Michael Collins (Irish leader) 9
Irish revolutionary leader 1890–1922Related quotes
“A straight line is not the shortest distance between two points.”
Source: A Wrinkle in Time: With Related Readings
Book III. Concerning Petitions and Axioms.
The Philosophical and Mathematical Commentaries of Proclus on the First Book of Euclid's Elements Vol. 2 (1789)
Mould Manifesto against Rationalism in Architecture (1958)
“In philosophy, as in politics, the longest distance between two points is a straight line.”
Source: The Story of Philosophy: The Lives and Opinions of the World's Greatest Philosophers
“The straight line is regarded as the shortest distance between two people, as if they were points.”
Nun gilt für die kürzeste Verbindung zwischen zwei Personen die Gerade, so als ob sie Punkte wären.
E. Jephcott, trans. (1974), § 20
Minima Moralia (1951)