PATH:
usr
/
lib64
/
python2.7
/
Demo
/
scripts
#! /usr/bin/env python # Factorize numbers. # The algorithm is not efficient, but easy to understand. # If there are large factors, it will take forever to find them, # because we try all odd numbers between 3 and sqrt(n)... import sys from math import sqrt def fact(n): if n < 1: raise ValueError('fact() argument should be >= 1') if n == 1: return [] # special case res = [] # Treat even factors special, so we can use i += 2 later while n % 2 == 0: res.append(2) n //= 2 # Try odd numbers up to sqrt(n) limit = sqrt(n+1) i = 3 while i <= limit: if n % i == 0: res.append(i) n //= i limit = sqrt(n+1) else: i += 2 if n != 1: res.append(n) return res def main(): if len(sys.argv) > 1: source = sys.argv[1:] else: source = iter(raw_input, '') for arg in source: try: n = int(arg) except ValueError: print arg, 'is not an integer' else: print n, fact(n) if __name__ == "__main__": main()
[-] pi.pyo
[edit]
[-] eqfix.pyo
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[-] makedir.pyc
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[-] queens.py
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[-] queens.pyo
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[-] pp.py
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[-] unbirthday.py
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[-] update.pyo
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[-] fact.pyc
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[-] pp.pyc
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[-] primes.pyo
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[-] markov.pyc
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[-] eqfix.py
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[-] mboxconvert.pyo
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[+]
..
[-] newslist.py
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[-] README
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[-] newslist.pyc
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[-] markov.py
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[-] newslist.pyo
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[-] pi.pyc
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[-] morse.py
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[-] beer.pyc
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[-] newslist.doc
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[-] beer.pyo
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[-] primes.py
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[-] pi.py
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[-] find-uname.pyc
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[-] makedir.pyo
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[-] eqfix.pyc
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[-] mboxconvert.pyc
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[-] fact.py
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[-] unbirthday.pyc
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[-] script.pyo
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[-] primes.pyc
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[-] find-uname.pyo
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[-] lpwatch.pyo
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[-] morse.pyo
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[-] fact.pyo
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[-] morse.pyc
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[-] from.py
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[-] from.pyo
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[-] makedir.py
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[-] update.py
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[-] lpwatch.pyc
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[-] find-uname.py
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[-] script.pyc
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[-] queens.pyc
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[-] from.pyc
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[-] unbirthday.pyo
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[-] lpwatch.py
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[-] beer.py
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[-] markov.pyo
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[-] update.pyc
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[-] pp.pyo
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[-] mboxconvert.py
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[-] script.py
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