from Crypto.Cipher import AES
from Crypto.PublicKey import RSA
import base64

p = 2693
q = 201559811875263582217
n = 542800573380084826910381
e = 65537L

phi = (p-1)*(q-1) / RSA.pubkey.GCD(p-1,q-1)
d = RSA.inverse(e, phi)
RSA.construct((n, e, d))

s1_64 = 'ZW5jX2tleToxMzA1NTIzMDU0MDQyNjY0NTk2NDg0OTQKbjo1NDI4MDA1NzMzODAwODQ4MjY5MTAzODEKZTo2NTUzNwppdjpkqmNUCELPqQ=='

s2_64 = 'bncFlPPa6T6JFup6dMYQn7m3uWokRWYT3K/j907seyUm8Pk19ZD9a5hgPZ/P8w0itxAyMZNyG7dOtINeCVhSxw=='

s1 = base64.decodestring(s1_64)
s2 = base64.decodestring(s2_64)

enc_key_str = s1.split('\n')[0][8:]
iv = s1.split('\n')[-1][3:]
iv_ex1 = '\x00'*8 + iv

aes = AES.new(enc_key_str, mode=AES.MODE_CBC, IV=iv_ex1)

RSA.bytes_to_long(aes.decrypt(s2))