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authorholden watson <holdenew@gmail.com>2019-11-11 23:41:01 -0500
committerholden watson <holdenew@gmail.com>2019-11-11 23:41:01 -0500
commitdb732bd93ffc688e16a0d9e0eb2e321315fd4621 (patch)
tree926c4c0d654106bc1d09afd2e0541943addc4743 /final/rsa-decrypt.py
parente60926a2bfa1fee117c7d2175a7963b02801c16f (diff)
parentc8e69070fbd09863b563730630e7f60fe44d7dac (diff)
Merge branch 'master' of https://github.com/feynmansfedora/appcomb-proj
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diff --git a/final/rsa-decrypt.py b/final/rsa-decrypt.py
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+encrypted = [340, 316, 145, 278, 250, 435, 321, 109, 115, 490, 156, 212, 122, 288, 287, 164, 225] # Directly from demo output of encrypted
+p = int(input('prime 1: '))
+q = int(input('prime 2: '))
+n = p*q
+tot = (p-1)*(q-1)
+e = int(input('e: '))
+
+# Calculate d such that ed == 1 mod tot
+d = 1 # Guess
+while (e*d % tot != 1):
+ d += 1
+# Algorithm is currently extremely dumb
+
+def decrypt_block(blk):
+ return blk**d % n
+
+decrypted = [decrypt_block(block) for block in encrypted]
+
+messagenum = 0
+for blockind in range(len(decrypted)):
+ block = decrypted[blockind]
+ messagenum += block * n ** blockind
+
+message = ''
+while messagenum > 0:
+ message = chr(messagenum%128) + message
+ messagenum = (messagenum-messagenum%128)//128
+
+print(message)