rodrigosetti

Reasons I love the PHP interactive shell

It won't display result of the evaluation. You have to output yourself

php > $x = "foo";
php > $x
php > ;
php > 
php > echo $x;

rodrigosetti

PHP have different namespaces for methods and value attributes.

<?php

class C {
    function d() {
        return "d-value";
    }
}

rodrigosetti

rodrigosetti

from random import randint
print "".join(unichr(randint(0, 0x10000)) for i in xrange(100))

rodrigosetti

#! /usr/bin/env python
# coding: utf-8

"""This script reads all .java files from a directory tree and removes unused
import statements. It may have errors in detecting import lines (e.g.  import
lines within block comments, or import lines with another statement in the same
line), and it may have false-negatives when deciding to remove an import (i.e.
it only removes if the last import symbol word doesn't appear at all -
including comments - in the code).

rodrigosetti

#! /usr/bin/env python
# coding: utf-8

"""This script reads all .java files from a directory tree and determines if
it's necessary to write a Copyright Notice in the beginning of each Java file.
It checks that by searching for the word "copyright" in the first few lines.

Warning: use it at your own risk. Better have a source control to rollback if
         necessary.
"""

rodrigosetti

#
# The probability that two integers randomly chosen are primes between then
# is surprisingly related to pi, this probability value is equal to 6/pi**2.
# This was discovered by Cesaro, in 1883.
# This code uses Monte Carlo method to test 10**7 pairs of random integers between
# 1 and 10**10 to approximate numerically the value of pi.
#

from math import sqrt      # square root (to calculate pi from pi**2)

rodrigosetti

# coding: utf-8

from __future__ import division
from random import uniform, choice
from math import sqrt

def euclidean(x, y):
    "calculates the euclidean distance between two points"
    assert( len(x) == len(y) )
    return sqrt(sum((i-j)**2 for i,j in zip(x,y)))

rodrigosetti

# coding: utf-8

from __future__ import division
from random import uniform
from math import sqrt

def euclidian(x, y):
    "calculates the euclidian distance between two points"
    assert( len(x) == len(y) )
    return sqrt(sum((i-j)**2 for i,j in zip(x,y)))

rodrigosetti

#! /usr/bin/env python

from string import maketrans, lowercase, split

G_FOO = 'pgjck'                    # Googlon special letters
G_PREP_C = 'j'                     # Preposition character
G_PREP = 3                         # Preposition size
G_VERB = 8                         # Verb size
G_ORDER = 'kgpvbmzfhtxqcrlnjsdw'   # Letter ordering
G_NUM_MOD = 5                      # Pretty number divisor