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Full Discussion: The n-queens problem
The Lounge War Stories The n-queens problem Post 302839665 by rbatte1 on Friday 2nd of August 2013 07:53:08 AM
Old 08-02-2013
So you flogged the server and caused yourself trouble, well, perhaps you need to consider working within the limitations. Sometimes the cash for a replacement is just not there.

It does remind me of someone sacked for exhausting a mainframe by calculating natural factors of ever higher numbers in an attempt to find some large prime numbers. It ground it to a near dead stop for all other users (they multi-threaded the logic too) so I would take that as a caution.




Robin

Last edited by rbatte1; 08-02-2013 at 09:15 AM..
 

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factor(1)						      General Commands Manual							 factor(1)

NAME
factor, primes - factor a number, generate large primes SYNOPSIS
[number] [start[stop]] DESCRIPTION
If no arguments are provided on the command line, waits for a number to be typed in. If a positive number is typed, it factors the number and print its prime factors; each one is printed the proper number of times. It then waits for another number. exits if it encounters a zero or any non-numeric character. If an argument is provided on the command line, factors the number as above, then exits. Maximum time to factor is proportional to sqrt(n) and occurs when n is prime or the square of a prime. The largest number that can be dealt with by is 1.0e14. prints prime numbers between a lower and upper bound. If no arguments are provided on the command line, waits for two numbers to be typed in. The first number is interpreted as the lower bound; the second as the upper bound. All prime numbers in the resulting inclusive range are printed. If start is specified, all primes greater than or equal to start are printed. If both start and stop are given, all primes occurring in the inclusive range start through stop are printed. start and stop values must be integers represented as long integers. If the stop value is omitted in either case, runs either until overflow occurs or until it is stopped by typing the interrupt character. The largest number that can be dealt with by is 2,147,483,647. DIAGNOSTICS
Both commands print when the input is out of range, illegal characters are encountered, or when start is greater than stop. EXAMPLES
Print the prime factorization for the number 12: Print all prime numbers between 0 and 20: factor(1)
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