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Merge remote-tracking branch 'upstream/master'
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@ -127,6 +127,11 @@ There you'll find a list of all the methods, types and available constructors.
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More examples are also available under the ``telethon_examples/`` folder.
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More examples are also available under the ``telethon_examples/`` folder.
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If you're using Telethon under ARM, you may want to install ``sympy`` through
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``pip`` for a substantial speed-up when generating the keys required to
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connect to Telegram (you can of course do this on desktop too). See
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`issue #199 <https://github.com/LonamiWebs/Telethon/issues/199>`_ for more.
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Common errors
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Common errors
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-------------
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-------------
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@ -5,7 +5,9 @@ import pyaes
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class AES:
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class AES:
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@staticmethod
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@staticmethod
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def decrypt_ige(cipher_text, key, iv):
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def decrypt_ige(cipher_text, key, iv):
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"""Decrypts the given text in 16-bytes blocks by using the given key and 32-bytes initialization vector"""
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"""Decrypts the given text in 16-bytes blocks by using the
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given key and 32-bytes initialization vector
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"""
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iv1 = iv[:len(iv) // 2]
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iv1 = iv[:len(iv) // 2]
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iv2 = iv[len(iv) // 2:]
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iv2 = iv[len(iv) // 2:]
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@ -17,8 +19,8 @@ class AES:
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cipher_text_block = [0] * 16
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cipher_text_block = [0] * 16
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for block_index in range(blocks_count):
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for block_index in range(blocks_count):
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for i in range(16):
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for i in range(16):
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cipher_text_block[i] = cipher_text[block_index * 16 + i] ^ iv2[
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cipher_text_block[i] = \
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i]
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cipher_text[block_index * 16 + i] ^ iv2[i]
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plain_text_block = aes.decrypt(cipher_text_block)
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plain_text_block = aes.decrypt(cipher_text_block)
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@ -26,17 +28,19 @@ class AES:
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plain_text_block[i] ^= iv1[i]
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plain_text_block[i] ^= iv1[i]
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iv1 = cipher_text[block_index * 16:block_index * 16 + 16]
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iv1 = cipher_text[block_index * 16:block_index * 16 + 16]
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iv2 = plain_text_block[:]
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iv2 = plain_text_block
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plain_text.extend(plain_text_block[:])
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plain_text.extend(plain_text_block)
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return bytes(plain_text)
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return bytes(plain_text)
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@staticmethod
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@staticmethod
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def encrypt_ige(plain_text, key, iv):
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def encrypt_ige(plain_text, key, iv):
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"""Encrypts the given text in 16-bytes blocks by using the given key and 32-bytes initialization vector"""
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"""Encrypts the given text in 16-bytes blocks by using the
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given key and 32-bytes initialization vector
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"""
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# Add random padding if and only if it's not evenly divisible by 16 already
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# Add random padding iff it's not evenly divisible by 16 already
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if len(plain_text) % 16 != 0:
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if len(plain_text) % 16 != 0:
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padding_count = 16 - len(plain_text) % 16
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padding_count = 16 - len(plain_text) % 16
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plain_text += os.urandom(padding_count)
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plain_text += os.urandom(padding_count)
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@ -50,8 +54,9 @@ class AES:
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blocks_count = len(plain_text) // 16
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blocks_count = len(plain_text) // 16
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for block_index in range(blocks_count):
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for block_index in range(blocks_count):
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plain_text_block = list(plain_text[block_index * 16:block_index *
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plain_text_block = list(
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16 + 16])
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plain_text[block_index * 16:block_index * 16 + 16]
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)
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for i in range(16):
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for i in range(16):
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plain_text_block[i] ^= iv1[i]
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plain_text_block[i] ^= iv1[i]
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@ -60,9 +65,9 @@ class AES:
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for i in range(16):
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for i in range(16):
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cipher_text_block[i] ^= iv2[i]
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cipher_text_block[i] ^= iv2[i]
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iv1 = cipher_text_block[:]
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iv1 = cipher_text_block
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iv2 = plain_text[block_index * 16:block_index * 16 + 16]
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iv2 = plain_text[block_index * 16:block_index * 16 + 16]
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cipher_text.extend(cipher_text_block[:])
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cipher_text.extend(cipher_text_block)
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return bytes(cipher_text)
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return bytes(cipher_text)
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@ -1,4 +1,8 @@
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from random import randint
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from random import randint
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try:
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import sympy.ntheory
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except ImportError:
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sympy = None
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class Factorization:
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class Factorization:
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@ -58,5 +62,8 @@ class Factorization:
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@staticmethod
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@staticmethod
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def factorize(pq):
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def factorize(pq):
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"""Factorizes the given number and returns both the divisor and the number divided by the divisor"""
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"""Factorizes the given number and returns both the divisor and the number divided by the divisor"""
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divisor = Factorization.find_small_multiplier_lopatin(pq)
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if sympy:
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return divisor, pq // divisor
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return tuple(sympy.ntheory.factorint(pq).keys())
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else:
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divisor = Factorization.find_small_multiplier_lopatin(pq)
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return divisor, pq // divisor
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