2018-05-08 08:25:27 +02:00
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Mon May 7 20:17:35 UTC 2018 - hpj@urpla.net
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- fix condition to act as drop in replacement for python-pycrypto
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Fri May 4 18:29:29 UTC 2018 - hpj@urpla.net
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- Update to 3.6.1 (15 April 2018)
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- New features
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* Added Google Wycheproof tests (https://github.com/google/wycheproof)
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for RSA, DSA, ECDSA, GCM, SIV, EAX, CMAC.
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* New parameter ``mac_len`` (length of MAC tag) for CMAC.
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- Resolved issues
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* In certain circumstances (at counter wrapping, which happens on average after
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32 GBi) AES GCM produced wrong ciphertexts.
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* Method ``encrypt()`` of AES SIV cipher could be still called,
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whereas only ``encrypt_and_digest()`` should be allowed.
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- Update to 3.6.0 (8 April 2018)
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- New features
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* Introduced ``export_key`` and deprecated ``exportKey`` for DSA and RSA key
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objects.
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* Ciphers and hash functions accept ``memoryview`` objects in input.
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* Added support for SHA-512/224 and SHA-512/256.
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- Resolved issues
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* Reintroduced `Crypto.__version__` variable as in PyCrypto.
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* Fixed compilation problem with MinGW.
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- Update to 3.5.1 (8 March 2018)
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- Resolved issues
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* GH#142. Fix mismatch with declaration and definition of addmul128.
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- Update to 3.5.0 (7 March 2018)
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- New features
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* Import and export of ECC curves in compressed form.
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* The initial counter for a cipher in CTR mode can be a byte string
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(in addition to an integer).
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* Faster PBKDF2 for HMAC-based PRFs (at least 20x for short passwords,
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more for longer passwords). Thanks to Christian Heimes for pointing
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out the implementation was under-optimized.
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* The salt for PBKDF2 can be either a string or bytes (GH#67).
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* Ciphers and hash functions accept data as `bytearray`, not just
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binary strings.
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* The old SHA-1 and MD5 hash functions are available even when Python's
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own `hashlib` does not include them.
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- Resolved issues
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* Without libgmp, modular exponentiation (since v3.4.8) crashed
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on 32-bit big-endian systems.
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- Breaks in compatibility
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* Removed support for Python < 2.6.
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- Update to 3.4.12 (5 February 2018)
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- Resolved issues
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* GH#129. pycryptodomex could only be installed via wheels.
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- Update to 3.4.11 (5 February 2018)
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- Resolved issues
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* GH#121. the record list was still not correct due to PEP3147
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and __pycache__ directories. Thanks again to John O'Brien.
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- Update to 3.4.10 (2 February 2018)
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- Resolved issues
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* When creating ElGamal keys, the generator wasn't a square residue:
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ElGamal encryption done with those keys cannot be secure under
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the DDH assumption. Thanks to Weikeng Chen.
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- Update to 3.4.9 (1 February 2018)
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- New features
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* More meaningful error messages while importing an ECC key.
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- Resolved issues
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* GH#123 and #125. The SSE2 command line switch was not always passed on
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32-bit x86 platforms.
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* GH#121. The record list (--record) was not always correctly filled for
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the pycryptodomex package. Thanks to John W. O'Brien.
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- Update to 3.4.8 (27 January 2018)
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- New features
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* Added a native extension in pure C for modular exponentiation, optimized
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for SSE2 on x86.
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In the process, we drop support for the arbitrary arithmetic library MPIR
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on Windows, which is painful to compile and deploy.
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The custom modular exponentiation is 130% (160%) slower on an Intel CPU
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in 32-bit (64-bit) mode, compared to MPIR. Still, that is much faster
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that CPython's own `pow()` function which is 900% (855%) slower than MPIR.
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Support for the GMP library on Unix remains.
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* Added support for *manylinux* wheels.
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* Support for Python 3.7.
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- Resolved issues
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* The DSA parameter 'p' prime was created with 255 bits cleared
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(but still with the correct strength).
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* GH#106. Not all docs were included in the tar ball.
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Thanks to Christopher Hoskin.
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* GH#109. ECDSA verification failed for DER encoded signatures.
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Thanks to Alastair Houghton.
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* Human-friendly messages for padding errors with ECB and CBC.
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-------------------------------------------------------------------
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Mon Sep 18 15:29:37 UTC 2017 - hpj@urpla.net
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- provide python-crypto 2.6.1
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2017-09-06 17:58:32 +02:00
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-------------------------------------------------------------------
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Wed Sep 6 15:22:27 UTC 2017 - toddrme2178@gmail.com
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- Initial version
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