bpgergo

import random
import time


def timing(f):
    def wrap(*args):
        time1 = time.time()
        ret = f(*args)
        time2 = time.time()
        print('%s function took %0.3f ms' % (f.__name__, (time2-time1)*1000.0))

bpgergo

import heapq
import operator
import functools
import time
from random import randint


def timeit(func):
    @functools.wraps(func)
    def newfunc(*args, **kwargs):

bpgergo

from collections import Counter
from bitarray import bitarray

HISTOGRAM_RANGE = 16
CHAR_RANGE = 3

def string_to_charc_codes(s):
    return map(ord, list(s))

def char_codes_to_modulo(chars_codes):

bpgergo

from robot import *


class LabyBug:
    """The laby bug

    solves the labyrinths in the game named [Laby](https://wiki.ubuntu.com/Edubuntu/AppGuides/laby) 

    import refers to this file: [robot.py](https://github.com/sgimenez/laby/blob/master/data/mods/python/lib/robot.py)

bpgergo

# coding= utf-8
import sys
import requests
from lxml import etree
import re
import pickle
from datetime import datetime

'''
feeble but working

bpgergo

'''
Created on Sep 11, 2012
@author: bpgergo
'''

import mail_checker_conf
import poplib
from email import parser
from itertools import imap, ifilter, tee
from email.utils import parsedate

bpgergo

def check_row(row):
    return set(row) == set(range(1, len(row)+1))

def check_sudoku(m):
    return all(map(check_row, m)) and all(map(check_row, zip(*m)))

bpgergo

def do_n_flips(n):
	return ''.join([str(random.getrandbits(1)) for i in range(n)])

bpgergo

'''
this is a solution of the EuroPython 2011 Problem D. Twibet
http://code.google.com/codejam/contest/dashboard?c=1277486#s=p3 
'''
def build_graph(input_list):
    di = {}
    for i in range(1, len(input_list)+1):
        di[i] = []
    for monk, followed_monk in enumerate(input_list, start=1):
        di[followed_monk].append(monk)

bpgergo

import random
import multiprocessing
from itertools import starmap, izip, repeat, imap
from operator import mul

def calc_row_of_product_matrix(a_row, b, izip=izip):
    '''Calculate a row of the product matrix P = A * B
    Arguments:
      a_row is af A
      b is the B matrix