#!/usr/bin/env python
from c39 import RSA # RSA
from c36 import i2s, s2i
if __name__ == "__main__":
msg = "attack after the breakfast"
rsa = RSA()
pub,priv = rsa.keygen()
C = rsa.encrypt(msg,pub)
assert rsa.decrypt(C,priv) == msg, "bug in my RSA, decryption didn't provide the same clear text"
S = 3 # lowest possible S
C1 = list() # the cipher text is a list
for ct in C: # lets iterate over the ciphertext
C1.append(i2s((pow(S,pub[0],pub[1])*s2i(ct)) % pub[1])) #
if C1 != C: # the C1 has to be different the C
P1 = rsa.decrypt(C1,priv)
print i2s((s2i(P1)/S)%pub[1])
else:
print "something wrong C1 and C should be different"
e = key[0] # e - from the pub key
n = key[1] # n - from the pub key
ct = s2i(enc[0]) # encrypted message
c2 = pow(2,e,n) # (2**e)%n)
ct = (ct * c2) % n # we need to do this before we start counting
limit = int(math.log(n,2))+1 # number of bits in the key
getcontext().prec = limit # how precise our floats should be
a = Decimal(0)
b = Decimal(n)
for x in range(limit):
t = (a+b)/2
if iseven([i2s(ct)]):
b = t
else:
a = t
ct = (ct * c2) % n
return i2s(int(b)).encode('string_escape')
if __name__ == "__main__":
txt = "VGhhdCdzIHdoeSBJIGZvdW5kIHlvdSBkb24ndCBwbGF5IGFyb3VuZCB3aXRoIHRoZSBGdW5reSBDb2xkIE1lZGluYQ=="
c46 = oracle()
pub = c46.getpubkey()
rsa = RSA()
enc = rsa.encrypt(base64.b64decode(txt),pub)
print attack(enc,pub,c46.iseven)
def make(self,msg,key): pkcs15 = PKCS15() rsa = RSA() dgst = hashlib.sha1(message).digest() paddgst = pkcs15.pad(dgst,len(i2s(key[1]))) return rsa.encrypt(paddgst,key)
if count % 10 == 0:
sys.stdout.write("%s \r" % (count))
sys.stdout.flush()
count += 1
return s1
if __name__ == "__main__":
rsa = RSA()
pkcs = PKCS15t2()
# clear text message
text = "kick it, CC"
# 256 bit key generation
(pubkey, prvkey) = rsa.keygen(256)
# padding PKCS#1 1.5
m = pkcs.pad(text, len(i2s(pubkey[1])))
# encrypting
c = rsa.encrypt(m, pubkey)
m1 = rsa.decrypt(c, prvkey)
assert (m == "\x00"+m1), "PKCS#1 1.5 implementation failure"
assert (text == pkcs.unpad("\x00"+m1)), "RSA implementation failure"
# Bleichenbacher
print b_step2a(pubkey, prvkey, c, oracle)
