14 lines
888 B
Python
14 lines
888 B
Python
import gmpy2
|
|
from sympy import nextprime
|
|
from Crypto.Util.number import *
|
|
n = 119089874014927074688341672884508166875005676500322264758691717600758737133958853429775347698400246542956663932584349274109281162512900740554148968627493442686180696496512753102593837838697028745592258709705875168834908314583594102947493349091661801379830005354833653565157987808629144151353148601181998243399
|
|
cipher = 117095409962662175082351896808794751507022710425611245694723238077959955609489552866653772250169627679450018400780468195080203740614508425379908667955368095074633690882446901510961333353751345467769557765781287285368700648236247094896521401160296460446518097963846290488354458277094831166588801569124630935182
|
|
e = 65537
|
|
root = gmpy2.iroot(n,2)[0]
|
|
q = nextprime(root)
|
|
print(n % q)
|
|
p = n // q
|
|
phi = (p - 1) * (q - 1)
|
|
d = inverse(e, phi)
|
|
plaintext = pow(cipher, d, n)
|
|
print(long2str(plaintext)) |