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At the end of the day, we are so many digits in the machine. The point is – are these digits stronger than the competitors' digits?
--
MM Lee Kuan Yew on Singapore workers, History of Singapore, 2005

 

Lee Kuan Yew

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The problem here, however, is suggested by the comment I made earlier, that the initial enactment of this legislation in a — in a time when the need for it was so much more abundantly clear was — in the Senate, there — it was double-digits against it. And that was only a 5-year term. Then, it is reenacted 5 years later, again for a 5-year term. Double-digits against it in the Senate. Then it was reenacted for 7 years. Single digits against it. Then enacted for 25 years, 8 Senate votes against it. And this last enactment, not a single vote in the Senate against it. And the House is pretty much the same. Now, I don't think that's attributable to the fact that it is so much clearer now that we need this. I think it is attributable, very likely attributable, to a phenomenon that is called perpetuation of racial entitlement.

 

Antonin Scalia

 

There was a young fellow from Trinity,
Who took the square root of infinity.
But the number of digits, Gave him the fidgets;
He dropped Math and took up Divinity.

 

George Gamow

 

Counting is the most simple and primitive of narratives -- 1 2 3 4 5 6 7 8 9 10 -- a tale with a beginning, a middle and an end and a sense of progression -- arriving at a finish of two digits -- a goal attained, a dénouement reached.

 

Peter Greenaway

 

I am reminded of those prodigies who spent years of their lives calculating digits of the decimal expansion of - a task that is now a mere warm-up exercise for computer software. I cannot help wandering which of my labors will appear equally quaint and pathetic to some future reader who ransacks libraries for old volumes like this one.

 

Brian Hayes

 

Any one who considers arithmetical methods of producing random digits is, of course, in a state of sin. For, as has been pointed out several times, there is no such thing as a random number — there are only methods to produce random numbers, and a strict arithmetic procedure of course is not such a method.

 

John von Neumann