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Source code for galaxy.security.passwords
import hashlib
import hmac
from base64 import b64encode
from itertools import starmap
from operator import xor
from os import urandom
from struct import Struct
import six
from galaxy.util import (
safe_str_cmp,
smart_str,
unicodify
)
SALT_LENGTH = 12
KEY_LENGTH = 24
HASH_FUNCTION = 'sha256'
COST_FACTOR = 10000
[docs]def hash_password(password):
"""
Hash a password, currently will use the PBKDF2 scheme.
"""
return hash_password_PBKDF2(password)
[docs]def check_password(guess, hashed):
"""
Check a hashed password. Supports either PBKDF2 if the hash is
prefixed with that string, or sha1 otherwise.
"""
if hashed.startswith("PBKDF2"):
if check_password_PBKDF2(guess, hashed):
return True
else:
# Passwords were originally encoded with sha1 and hexed
if safe_str_cmp(hashlib.sha1(smart_str(guess)).hexdigest(), hashed):
return True
# Password does not match
return False
[docs]def hash_password_PBKDF2(password):
# Generate a random salt
salt = b64encode(urandom(SALT_LENGTH))
# Apply the pbkdf2 encoding
hashed_password = pbkdf2_bin(password, salt, COST_FACTOR, KEY_LENGTH, getattr(hashlib, HASH_FUNCTION))
encoded_password = unicodify(b64encode(hashed_password))
# Format
return 'PBKDF2${0}${1}${2}${3}'.format(HASH_FUNCTION, COST_FACTOR, unicodify(salt), encoded_password)
[docs]def check_password_PBKDF2(guess, hashed):
# Split the database representation to extract cost_factor and salt
name, hash_function, cost_factor, salt, encoded_original = hashed.split('$', 5)
# Hash the guess using the same parameters
hashed_guess = pbkdf2_bin(guess, salt, int(cost_factor), KEY_LENGTH, getattr(hashlib, hash_function))
encoded_guess = unicodify(b64encode(hashed_guess))
return safe_str_cmp(encoded_original, encoded_guess)
# Taken from https://github.com/mitsuhiko/python-pbkdf2/blob/master/pbkdf2.py
# (c) Copyright 2011 by Armin Ronacher, BSD LICENSE
_pack_int = Struct('>I').pack
[docs]def pbkdf2_bin(data, salt, iterations=1000, keylen=24, hashfunc=None):
"""Returns a binary digest for the PBKDF2 hash algorithm of `data`
with the given `salt`. It iterates `iterations` time and produces a
key of `keylen` bytes. By default SHA-1 is used as hash function,
a different hashlib `hashfunc` can be provided.
"""
hashfunc = hashfunc or hashlib.sha1
mac = hmac.new(smart_str(data), None, hashfunc)
def _pseudorandom(x, mac=mac):
h = mac.copy()
h.update(x)
digest = h.digest()
if six.PY2:
return digest, [ord(_) for _ in digest]
return digest, digest
buf = []
salt = smart_str(salt)
for block in range(1, -(-keylen // mac.digest_size) + 1):
digest, rv = _pseudorandom(salt + _pack_int(block))
for _ in range(iterations - 1):
digest, u = _pseudorandom(digest)
rv = starmap(xor, zip(rv, u))
buf.extend(rv)
return bytes(bytearray(buf))[:keylen]