This is a fleshed-out version of the example in the old PyCrypto documentation:
Ensure you are using pycryptodome
and not pycrypto
(which is unmaintained!)
pycryptodome can be installed with pip install pycryptodome
import Crypto.Hash.MD5 as MD5
import Crypto.PublicKey.RSA as RSA
import Crypto.PublicKey.DSA as DSA
import Crypto.PublicKey.ElGamal as ElGamal
import Crypto.Util.number as CUN
import os
plaintext = 'The rain in Spain falls mainly on the Plain'
# Here is a hash of the message
hash = MD5.new(plaintext).digest()
print(repr(hash))
# 'xb1./Jxa883x974xa4xacx1ex1b!xc8x11'
for alg in (RSA, DSA, ElGamal):
# Generates a fresh public/private key pair
key = alg.generate(384, os.urandom)
if alg == DSA:
K = CUN.getRandomNumber(128, os.urandom)
elif alg == ElGamal:
K = CUN.getPrime(128, os.urandom)
while CUN.GCD(K, key.p - 1) != 1:
print('K not relatively prime with {n}'.format(n=key.p - 1))
K = CUN.getPrime(128, os.urandom)
# print('GCD({K},{n})=1'.format(K=K,n=key.p-1))
else:
K = ''
# You sign the hash
signature = key.sign(hash, K)
print(len(signature), alg.__name__)
# (1, 'Crypto.PublicKey.RSA')
# (2, 'Crypto.PublicKey.DSA')
# (2, 'Crypto.PublicKey.ElGamal')
# You share pubkey with Friend
pubkey = key.publickey()
# You send message (plaintext) and signature to Friend.
# Friend knows how to compute hash.
# Friend verifies the message came from you this way:
assert pubkey.verify(hash, signature)
# A different hash should not pass the test.
assert not pubkey.verify(hash[:-1], signature)
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