blob: b63f1bab6fac0739494152eb3f7c7c8ac87e8ed5 [file] [log] [blame]
# Licensed under the Apache License, Version 2.0 (the "License");
# you may not use this file except in compliance with the License.
# You may obtain a copy of the License at
#
# http://www.apache.org/licenses/LICENSE-2.0
#
# Unless required by applicable law or agreed to in writing, software
# distributed under the License is distributed on an "AS IS" BASIS,
# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or
# implied.
# See the License for the specific language governing permissions and
# limitations under the License.
from __future__ import absolute_import, division, print_function
import os
import textwrap
import pretend
import pytest
import cryptography
import cryptography_vectors
from .utils import (
check_backend_support, check_for_iface, load_cryptrec_vectors,
load_fips_dsa_key_pair_vectors, load_hash_vectors, load_nist_vectors,
load_pkcs1_vectors, load_rsa_nist_vectors, load_vectors_from_file,
select_backends
)
class FakeInterface(object):
pass
def test_select_one_backend():
b1 = pretend.stub(name="b1")
b2 = pretend.stub(name="b2")
b3 = pretend.stub(name="b3")
backends = [b1, b2, b3]
name = "b2"
selected_backends = select_backends(name, backends)
assert len(selected_backends) == 1
assert selected_backends[0] == b2
def test_select_no_backend():
b1 = pretend.stub(name="b1")
b2 = pretend.stub(name="b2")
b3 = pretend.stub(name="b3")
backends = [b1, b2, b3]
name = "back!"
with pytest.raises(ValueError):
select_backends(name, backends)
def test_select_backends_none():
b1 = pretend.stub(name="b1")
b2 = pretend.stub(name="b2")
b3 = pretend.stub(name="b3")
backends = [b1, b2, b3]
name = None
selected_backends = select_backends(name, backends)
assert len(selected_backends) == 3
def test_select_two_backends():
b1 = pretend.stub(name="b1")
b2 = pretend.stub(name="b2")
b3 = pretend.stub(name="b3")
backends = [b1, b2, b3]
name = "b2 ,b1 "
selected_backends = select_backends(name, backends)
assert len(selected_backends) == 2
assert selected_backends == [b1, b2]
def test_check_for_iface():
item = pretend.stub(keywords=["fake_name"], funcargs={"backend": True})
with pytest.raises(pytest.skip.Exception) as exc_info:
check_for_iface("fake_name", FakeInterface, item)
assert exc_info.value.args[0] == "True backend does not support fake_name"
item = pretend.stub(
keywords=["fake_name"],
funcargs={"backend": FakeInterface()}
)
check_for_iface("fake_name", FakeInterface, item)
def test_check_backend_support_skip():
supported = pretend.stub(
kwargs={"only_if": lambda backend: False, "skip_message": "Nope"}
)
item = pretend.stub(keywords={"supported": supported},
funcargs={"backend": True})
with pytest.raises(pytest.skip.Exception) as exc_info:
check_backend_support(item)
assert exc_info.value.args[0] == "Nope (True)"
def test_check_backend_support_no_skip():
supported = pretend.stub(
kwargs={"only_if": lambda backend: True, "skip_message": "Nope"}
)
item = pretend.stub(keywords={"supported": supported},
funcargs={"backend": True})
assert check_backend_support(item) is None
def test_check_backend_support_no_backend():
supported = pretend.stub(
kwargs={"only_if": "notalambda", "skip_message": "Nope"}
)
item = pretend.stub(keywords={"supported": supported},
funcargs={})
with pytest.raises(ValueError):
check_backend_support(item)
def test_load_nist_vectors():
vector_data = textwrap.dedent("""
# CAVS 11.1
# Config info for aes_values
# AESVS GFSbox test data for CBC
# State : Encrypt and Decrypt
# Key Length : 128
# Generated on Fri Apr 22 15:11:33 2011
[ENCRYPT]
COUNT = 0
KEY = 00000000000000000000000000000000
IV = 00000000000000000000000000000000
PLAINTEXT = f34481ec3cc627bacd5dc3fb08f273e6
CIPHERTEXT = 0336763e966d92595a567cc9ce537f5e
COUNT = 1
KEY = 00000000000000000000000000000000
IV = 00000000000000000000000000000000
PLAINTEXT = 9798c4640bad75c7c3227db910174e72
CIPHERTEXT = a9a1631bf4996954ebc093957b234589
[DECRYPT]
COUNT = 0
KEY = 00000000000000000000000000000000
IV = 00000000000000000000000000000000
CIPHERTEXT = 0336763e966d92595a567cc9ce537f5e
PLAINTEXT = f34481ec3cc627bacd5dc3fb08f273e6
COUNT = 1
KEY = 00000000000000000000000000000000
IV = 00000000000000000000000000000000
CIPHERTEXT = a9a1631bf4996954ebc093957b234589
PLAINTEXT = 9798c4640bad75c7c3227db910174e72
""").splitlines()
assert load_nist_vectors(vector_data) == [
{
"key": b"00000000000000000000000000000000",
"iv": b"00000000000000000000000000000000",
"plaintext": b"f34481ec3cc627bacd5dc3fb08f273e6",
"ciphertext": b"0336763e966d92595a567cc9ce537f5e",
},
{
"key": b"00000000000000000000000000000000",
"iv": b"00000000000000000000000000000000",
"plaintext": b"9798c4640bad75c7c3227db910174e72",
"ciphertext": b"a9a1631bf4996954ebc093957b234589",
},
{
"key": b"00000000000000000000000000000000",
"iv": b"00000000000000000000000000000000",
"plaintext": b"f34481ec3cc627bacd5dc3fb08f273e6",
"ciphertext": b"0336763e966d92595a567cc9ce537f5e",
},
{
"key": b"00000000000000000000000000000000",
"iv": b"00000000000000000000000000000000",
"plaintext": b"9798c4640bad75c7c3227db910174e72",
"ciphertext": b"a9a1631bf4996954ebc093957b234589",
},
]
def test_load_nist_vectors_with_null_chars():
vector_data = textwrap.dedent("""
COUNT = 0
KEY = thing\\0withnulls
COUNT = 1
KEY = 00000000000000000000000000000000
""").splitlines()
assert load_nist_vectors(vector_data) == [
{
"key": b"thing\x00withnulls",
},
{
"key": b"00000000000000000000000000000000",
},
]
def test_load_cryptrec_vectors():
vector_data = textwrap.dedent("""
# Vectors taken from http://info.isl.ntt.co.jp/crypt/eng/camellia/
# Download is t_camelia.txt
# Camellia with 128-bit key
K No.001 : 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
P No.001 : 80 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
C No.001 : 07 92 3A 39 EB 0A 81 7D 1C 4D 87 BD B8 2D 1F 1C
P No.002 : 40 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
C No.002 : 48 CD 64 19 80 96 72 D2 34 92 60 D8 9A 08 D3 D3
K No.002 : 10 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
P No.001 : 80 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
C No.001 : 07 92 3A 39 EB 0A 81 7D 1C 4D 87 BD B8 2D 1F 1C
""").splitlines()
assert load_cryptrec_vectors(vector_data) == [
{
"key": b"00000000000000000000000000000000",
"plaintext": b"80000000000000000000000000000000",
"ciphertext": b"07923A39EB0A817D1C4D87BDB82D1F1C",
},
{
"key": b"00000000000000000000000000000000",
"plaintext": b"40000000000000000000000000000000",
"ciphertext": b"48CD6419809672D2349260D89A08D3D3",
},
{
"key": b"10000000000000000000000000000000",
"plaintext": b"80000000000000000000000000000000",
"ciphertext": b"07923A39EB0A817D1C4D87BDB82D1F1C",
},
]
def test_load_cryptrec_vectors_invalid():
vector_data = textwrap.dedent("""
# Vectors taken from http://info.isl.ntt.co.jp/crypt/eng/camellia/
# Download is t_camelia.txt
# Camellia with 128-bit key
E No.001 : 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
""").splitlines()
with pytest.raises(ValueError):
load_cryptrec_vectors(vector_data)
def test_load_hash_vectors():
vector_data = textwrap.dedent("""
# http://tools.ietf.org/html/rfc1321
[irrelevant]
Len = 0
Msg = 00
MD = d41d8cd98f00b204e9800998ecf8427e
Len = 8
Msg = 61
MD = 0cc175b9c0f1b6a831c399e269772661
Len = 24
Msg = 616263
MD = 900150983cd24fb0d6963f7d28e17f72
Len = 112
Msg = 6d65737361676520646967657374
MD = f96b697d7cb7938d525a2f31aaf161d0
""").splitlines()
assert load_hash_vectors(vector_data) == [
(b"", "d41d8cd98f00b204e9800998ecf8427e"),
(b"61", "0cc175b9c0f1b6a831c399e269772661"),
(b"616263", "900150983cd24fb0d6963f7d28e17f72"),
(b"6d65737361676520646967657374", "f96b697d7cb7938d525a2f31aaf161d0"),
]
def test_load_hmac_vectors():
vector_data = textwrap.dedent("""
Len = 224
# "Jefe"
Key = 4a656665
# "what do ya want for nothing?"
Msg = 7768617420646f2079612077616e7420666f72206e6f7468696e673f
MD = 750c783e6ab0b503eaa86e310a5db738
""").splitlines()
assert load_hash_vectors(vector_data) == [
(b"7768617420646f2079612077616e7420666f72206e6f7468696e673f",
"750c783e6ab0b503eaa86e310a5db738",
b"4a656665"),
]
def test_load_hash_vectors_bad_data():
vector_data = textwrap.dedent("""
# http://tools.ietf.org/html/rfc1321
Len = 0
Msg = 00
UNKNOWN=Hello World
""").splitlines()
with pytest.raises(ValueError):
load_hash_vectors(vector_data)
def test_load_vectors_from_file():
vectors = load_vectors_from_file(
os.path.join("ciphers", "Blowfish", "bf-cfb.txt"),
load_nist_vectors,
)
assert vectors == [
{
"key": b"0123456789ABCDEFF0E1D2C3B4A59687",
"iv": b"FEDCBA9876543210",
"plaintext": (
b"37363534333231204E6F77206973207468652074696D6520666F722000"
),
"ciphertext": (
b"E73214A2822139CAF26ECF6D2EB9E76E3DA3DE04D1517200519D57A6C3"
),
}
]
def test_load_nist_gcm_vectors():
vector_data = textwrap.dedent("""
[Keylen = 128]
[IVlen = 96]
[PTlen = 0]
[AADlen = 0]
[Taglen = 128]
Count = 0
Key = 11754cd72aec309bf52f7687212e8957
IV = 3c819d9a9bed087615030b65
PT =
AAD =
CT =
Tag = 250327c674aaf477aef2675748cf6971
Count = 1
Key = 272f16edb81a7abbea887357a58c1917
IV = 794ec588176c703d3d2a7a07
PT =
AAD =
CT =
Tag = b6e6f197168f5049aeda32dafbdaeb
Count = 2
Key = a49a5e26a2f8cb63d05546c2a62f5343
IV = 907763b19b9b4ab6bd4f0281
CT =
AAD =
Tag = a2be08210d8c470a8df6e8fbd79ec5cf
FAIL
Count = 3
Key = 5c1155084cc0ede76b3bc22e9f7574ef
IV = 9549e4ba69a61cad7856efc1
PT = d1448fa852b84408e2dad8381f363de7
AAD = e98e9d9c618e46fef32660976f854ee3
CT = f78b60ca125218493bea1c50a2e12ef4
Tag = d72da7f5c6cf0bca7242c71835809449
[Keylen = 128]
[IVlen = 96]
[PTlen = 0]
[AADlen = 0]
[Taglen = 120]
Count = 0
Key = eac258e99c55e6ae8ef1da26640613d7
IV = 4e8df20faaf2c8eebe922902
CT =
AAD =
Tag = e39aeaebe86aa309a4d062d6274339
PT =
Count = 1
Key = 3726cf02fcc6b8639a5497652c94350d
IV = 55fef82cde693ce76efcc193
CT =
AAD =
Tag = 3d68111a81ed22d2ef5bccac4fc27f
FAIL
Count = 2
Key = f202299d5fd74f03b12d2119a6c4c038
IV = eec51e7958c3f20a1bb71815
CT =
AAD =
Tag = a81886b3fb26e51fca87b267e1e157
FAIL
Count = 3
Key = fd52925f39546b4c55ffb6b20c59898c
IV = f5cf3227444afd905a5f6dba
CT =
AAD =
Tag = 1665b0f1a0b456e1664cfd3de08ccd
PT =
[Keylen = 128]
[IVlen = 8]
[PTlen = 104]
[AADlen = 0]
[Taglen = 128]
Count = 0
Key = 58fab7632bcf10d2bcee58520bf37414
IV = 3c
CT = 15c4db4cbb451211179d57017f
AAD =
Tag = eae841d4355feeb3f786bc86625f1e5b
FAIL
""").splitlines()
assert load_nist_vectors(vector_data) == [
{'aad': b'',
'pt': b'',
'iv': b'3c819d9a9bed087615030b65',
'tag': b'250327c674aaf477aef2675748cf6971',
'key': b'11754cd72aec309bf52f7687212e8957',
'ct': b''},
{'aad': b'',
'pt': b'',
'iv': b'794ec588176c703d3d2a7a07',
'tag': b'b6e6f197168f5049aeda32dafbdaeb',
'key': b'272f16edb81a7abbea887357a58c1917',
'ct': b''},
{'aad': b'',
'iv': b'907763b19b9b4ab6bd4f0281',
'tag': b'a2be08210d8c470a8df6e8fbd79ec5cf',
'key': b'a49a5e26a2f8cb63d05546c2a62f5343',
'ct': b'',
'fail': True},
{'aad': b'e98e9d9c618e46fef32660976f854ee3',
'pt': b'd1448fa852b84408e2dad8381f363de7',
'iv': b'9549e4ba69a61cad7856efc1',
'tag': b'd72da7f5c6cf0bca7242c71835809449',
'key': b'5c1155084cc0ede76b3bc22e9f7574ef',
'ct': b'f78b60ca125218493bea1c50a2e12ef4'},
{'aad': b'',
'pt': b'',
'iv': b'4e8df20faaf2c8eebe922902',
'tag': b'e39aeaebe86aa309a4d062d6274339',
'key': b'eac258e99c55e6ae8ef1da26640613d7',
'ct': b''},
{'aad': b'',
'iv': b'55fef82cde693ce76efcc193',
'tag': b'3d68111a81ed22d2ef5bccac4fc27f',
'key': b'3726cf02fcc6b8639a5497652c94350d',
'ct': b'',
'fail': True},
{'aad': b'',
'iv': b'eec51e7958c3f20a1bb71815',
'tag': b'a81886b3fb26e51fca87b267e1e157',
'key': b'f202299d5fd74f03b12d2119a6c4c038',
'ct': b'',
'fail': True},
{'aad': b'',
'pt': b'',
'iv': b'f5cf3227444afd905a5f6dba',
'tag': b'1665b0f1a0b456e1664cfd3de08ccd',
'key': b'fd52925f39546b4c55ffb6b20c59898c',
'ct': b''},
{'aad': b'',
'iv': b'3c',
'tag': b'eae841d4355feeb3f786bc86625f1e5b',
'key': b'58fab7632bcf10d2bcee58520bf37414',
'ct': b'15c4db4cbb451211179d57017f',
'fail': True},
]
def test_load_pkcs1_vectors():
vector_data = textwrap.dedent("""
Test vectors for RSA-PSS
========================
This file contains an extract of the original pss-vect.txt
Key lengths:
Key 8: 1031 bits
Key 9: 1536 bits
===========================================================================
<snip>
# Example 8: A 1031-bit RSA key pair
# -----------------------------------
# Public key
# ----------
# Modulus:
49 53 70 a1 fb 18 54 3c 16 d3 63 1e 31 63 25 5d
f6 2b e6 ee e8 90 d5 f2 55 09 e4 f7 78 a8 ea 6f
bb bc df 85 df f6 4e 0d 97 20 03 ab 36 81 fb ba
6d d4 1f d5 41 82 9b 2e 58 2d e9 f2 a4 a4 e0 a2
d0 90 0b ef 47 53 db 3c ee 0e e0 6c 7d fa e8 b1
d5 3b 59 53 21 8f 9c ce ea 69 5b 08 66 8e de aa
dc ed 94 63 b1 d7 90 d5 eb f2 7e 91 15 b4 6c ad
4d 9a 2b 8e fa b0 56 1b 08 10 34 47 39 ad a0 73
3f
# Exponent:
01 00 01
# Private key
# -----------
# Modulus:
49 53 70 a1 fb 18 54 3c 16 d3 63 1e 31 63 25 5d
f6 2b e6 ee e8 90 d5 f2 55 09 e4 f7 78 a8 ea 6f
bb bc df 85 df f6 4e 0d 97 20 03 ab 36 81 fb ba
6d d4 1f d5 41 82 9b 2e 58 2d e9 f2 a4 a4 e0 a2
d0 90 0b ef 47 53 db 3c ee 0e e0 6c 7d fa e8 b1
d5 3b 59 53 21 8f 9c ce ea 69 5b 08 66 8e de aa
dc ed 94 63 b1 d7 90 d5 eb f2 7e 91 15 b4 6c ad
4d 9a 2b 8e fa b0 56 1b 08 10 34 47 39 ad a0 73
3f
# Public exponent:
01 00 01
# Exponent:
6c 66 ff e9 89 80 c3 8f cd ea b5 15 98 98 83 61
65 f4 b4 b8 17 c4 f6 a8 d4 86 ee 4e a9 13 0f e9
b9 09 2b d1 36 d1 84 f9 5f 50 4a 60 7e ac 56 58
46 d2 fd d6 59 7a 89 67 c7 39 6e f9 5a 6e ee bb
45 78 a6 43 96 6d ca 4d 8e e3 de 84 2d e6 32 79
c6 18 15 9c 1a b5 4a 89 43 7b 6a 61 20 e4 93 0a
fb 52 a4 ba 6c ed 8a 49 47 ac 64 b3 0a 34 97 cb
e7 01 c2 d6 26 6d 51 72 19 ad 0e c6 d3 47 db e9
# Prime 1:
08 da d7 f1 13 63 fa a6 23 d5 d6 d5 e8 a3 19 32
8d 82 19 0d 71 27 d2 84 6c 43 9b 0a b7 26 19 b0
a4 3a 95 32 0e 4e c3 4f c3 a9 ce a8 76 42 23 05
bd 76 c5 ba 7b e9 e2 f4 10 c8 06 06 45 a1 d2 9e
db
# Prime 2:
08 47 e7 32 37 6f c7 90 0f 89 8e a8 2e b2 b0 fc
41 85 65 fd ae 62 f7 d9 ec 4c e2 21 7b 97 99 0d
d2 72 db 15 7f 99 f6 3c 0d cb b9 fb ac db d4 c4
da db 6d f6 77 56 35 8c a4 17 48 25 b4 8f 49 70
6d
# Prime exponent 1:
05 c2 a8 3c 12 4b 36 21 a2 aa 57 ea 2c 3e fe 03
5e ff 45 60 f3 3d de bb 7a da b8 1f ce 69 a0 c8
c2 ed c1 65 20 dd a8 3d 59 a2 3b e8 67 96 3a c6
5f 2c c7 10 bb cf b9 6e e1 03 de b7 71 d1 05 fd
85
# Prime exponent 2:
04 ca e8 aa 0d 9f aa 16 5c 87 b6 82 ec 14 0b 8e
d3 b5 0b 24 59 4b 7a 3b 2c 22 0b 36 69 bb 81 9f
98 4f 55 31 0a 1a e7 82 36 51 d4 a0 2e 99 44 79
72 59 51 39 36 34 34 e5 e3 0a 7e 7d 24 15 51 e1
b9
# Coefficient:
07 d3 e4 7b f6 86 60 0b 11 ac 28 3c e8 8d bb 3f
60 51 e8 ef d0 46 80 e4 4c 17 1e f5 31 b8 0b 2b
7c 39 fc 76 63 20 e2 cf 15 d8 d9 98 20 e9 6f f3
0d c6 96 91 83 9c 4b 40 d7 b0 6e 45 30 7d c9 1f
3f
# RSA-PSS signing of 6 random messages with random salts
# -------------------------------------------------------
# PSS Example 8.1
# -----------------
# Message to be signed:
81 33 2f 4b e6 29 48 41 5e a1 d8 99 79 2e ea cf
6c 6e 1d b1 da 8b e1 3b 5c ea 41 db 2f ed 46 70
92 e1 ff 39 89 14 c7 14 25 97 75 f5 95 f8 54 7f
73 56 92 a5 75 e6 92 3a f7 8f 22 c6 99 7d db 90
fb 6f 72 d7 bb 0d d5 74 4a 31 de cd 3d c3 68 58
49 83 6e d3 4a ec 59 63 04 ad 11 84 3c 4f 88 48
9f 20 97 35 f5 fb 7f da f7 ce c8 ad dc 58 18 16
8f 88 0a cb f4 90 d5 10 05 b7 a8 e8 4e 43 e5 42
87 97 75 71 dd 99 ee a4 b1 61 eb 2d f1 f5 10 8f
12 a4 14 2a 83 32 2e db 05 a7 54 87 a3 43 5c 9a
78 ce 53 ed 93 bc 55 08 57 d7 a9 fb
# Salt:
1d 65 49 1d 79 c8 64 b3 73 00 9b e6 f6 f2 46 7b
ac 4c 78 fa
# Signature:
02 62 ac 25 4b fa 77 f3 c1 ac a2 2c 51 79 f8 f0
40 42 2b 3c 5b af d4 0a 8f 21 cf 0f a5 a6 67 cc
d5 99 3d 42 db af b4 09 c5 20 e2 5f ce 2b 1e e1
e7 16 57 7f 1e fa 17 f3 da 28 05 2f 40 f0 41 9b
23 10 6d 78 45 aa f0 11 25 b6 98 e7 a4 df e9 2d
39 67 bb 00 c4 d0 d3 5b a3 55 2a b9 a8 b3 ee f0
7c 7f ec db c5 42 4a c4 db 1e 20 cb 37 d0 b2 74
47 69 94 0e a9 07 e1 7f bb ca 67 3b 20 52 23 80
c5
# PSS Example 8.2
# -----------------
# Message to be signed:
e2 f9 6e af 0e 05 e7 ba 32 6e cc a0 ba 7f d2 f7
c0 23 56 f3 ce de 9d 0f aa bf 4f cc 8e 60 a9 73
e5 59 5f d9 ea 08
# Salt:
43 5c 09 8a a9 90 9e b2 37 7f 12 48 b0 91 b6 89
87 ff 18 38
# Signature:
27 07 b9 ad 51 15 c5 8c 94 e9 32 e8 ec 0a 28 0f
56 33 9e 44 a1 b5 8d 4d dc ff 2f 31 2e 5f 34 dc
fe 39 e8 9c 6a 94 dc ee 86 db bd ae 5b 79 ba 4e
08 19 a9 e7 bf d9 d9 82 e7 ee 6c 86 ee 68 39 6e
8b 3a 14 c9 c8 f3 4b 17 8e b7 41 f9 d3 f1 21 10
9b f5 c8 17 2f ad a2 e7 68 f9 ea 14 33 03 2c 00
4a 8a a0 7e b9 90 00 0a 48 dc 94 c8 ba c8 aa be
2b 09 b1 aa 46 c0 a2 aa 0e 12 f6 3f bb a7 75 ba
7e
# <snip>
# =============================================
# Example 9: A 1536-bit RSA key pair
# -----------------------------------
# Public key
# ----------
# Modulus:
e6 bd 69 2a c9 66 45 79 04 03 fd d0 f5 be b8 b9
bf 92 ed 10 00 7f c3 65 04 64 19 dd 06 c0 5c 5b
5b 2f 48 ec f9 89 e4 ce 26 91 09 97 9c bb 40 b4
a0 ad 24 d2 24 83 d1 ee 31 5a d4 cc b1 53 42 68
35 26 91 c5 24 f6 dd 8e 6c 29 d2 24 cf 24 69 73
ae c8 6c 5b f6 b1 40 1a 85 0d 1b 9a d1 bb 8c bc
ec 47 b0 6f 0f 8c 7f 45 d3 fc 8f 31 92 99 c5 43
3d db c2 b3 05 3b 47 de d2 ec d4 a4 ca ef d6 14
83 3d c8 bb 62 2f 31 7e d0 76 b8 05 7f e8 de 3f
84 48 0a d5 e8 3e 4a 61 90 4a 4f 24 8f b3 97 02
73 57 e1 d3 0e 46 31 39 81 5c 6f d4 fd 5a c5 b8
17 2a 45 23 0e cb 63 18 a0 4f 14 55 d8 4e 5a 8b
# Exponent:
01 00 01
# Private key
# -----------
# Modulus:
e6 bd 69 2a c9 66 45 79 04 03 fd d0 f5 be b8 b9
bf 92 ed 10 00 7f c3 65 04 64 19 dd 06 c0 5c 5b
5b 2f 48 ec f9 89 e4 ce 26 91 09 97 9c bb 40 b4
a0 ad 24 d2 24 83 d1 ee 31 5a d4 cc b1 53 42 68
35 26 91 c5 24 f6 dd 8e 6c 29 d2 24 cf 24 69 73
ae c8 6c 5b f6 b1 40 1a 85 0d 1b 9a d1 bb 8c bc
ec 47 b0 6f 0f 8c 7f 45 d3 fc 8f 31 92 99 c5 43
3d db c2 b3 05 3b 47 de d2 ec d4 a4 ca ef d6 14
83 3d c8 bb 62 2f 31 7e d0 76 b8 05 7f e8 de 3f
84 48 0a d5 e8 3e 4a 61 90 4a 4f 24 8f b3 97 02
73 57 e1 d3 0e 46 31 39 81 5c 6f d4 fd 5a c5 b8
17 2a 45 23 0e cb 63 18 a0 4f 14 55 d8 4e 5a 8b
# Public exponent:
01 00 01
# Exponent:
6a 7f d8 4f b8 5f ad 07 3b 34 40 6d b7 4f 8d 61
a6 ab c1 21 96 a9 61 dd 79 56 5e 9d a6 e5 18 7b
ce 2d 98 02 50 f7 35 95 75 35 92 70 d9 15 90 bb
0e 42 7c 71 46 0b 55 d5 14 10 b1 91 bc f3 09 fe
a1 31 a9 2c 8e 70 27 38 fa 71 9f 1e 00 41 f5 2e
40 e9 1f 22 9f 4d 96 a1 e6 f1 72 e1 55 96 b4 51
0a 6d ae c2 61 05 f2 be bc 53 31 6b 87 bd f2 13
11 66 60 70 e8 df ee 69 d5 2c 71 a9 76 ca ae 79
c7 2b 68 d2 85 80 dc 68 6d 9f 51 29 d2 25 f8 2b
3d 61 55 13 a8 82 b3 db 91 41 6b 48 ce 08 88 82
13 e3 7e eb 9a f8 00 d8 1c ab 32 8c e4 20 68 99
03 c0 0c 7b 5f d3 1b 75 50 3a 6d 41 96 84 d6 29
# Prime 1:
f8 eb 97 e9 8d f1 26 64 ee fd b7 61 59 6a 69 dd
cd 0e 76 da ec e6 ed 4b f5 a1 b5 0a c0 86 f7 92
8a 4d 2f 87 26 a7 7e 51 5b 74 da 41 98 8f 22 0b
1c c8 7a a1 fc 81 0c e9 9a 82 f2 d1 ce 82 1e dc
ed 79 4c 69 41 f4 2c 7a 1a 0b 8c 4d 28 c7 5e c6
0b 65 22 79 f6 15 4a 76 2a ed 16 5d 47 de e3 67
# Prime 2:
ed 4d 71 d0 a6 e2 4b 93 c2 e5 f6 b4 bb e0 5f 5f
b0 af a0 42 d2 04 fe 33 78 d3 65 c2 f2 88 b6 a8
da d7 ef e4 5d 15 3e ef 40 ca cc 7b 81 ff 93 40
02 d1 08 99 4b 94 a5 e4 72 8c d9 c9 63 37 5a e4
99 65 bd a5 5c bf 0e fe d8 d6 55 3b 40 27 f2 d8
62 08 a6 e6 b4 89 c1 76 12 80 92 d6 29 e4 9d 3d
# Prime exponent 1:
2b b6 8b dd fb 0c 4f 56 c8 55 8b ff af 89 2d 80
43 03 78 41 e7 fa 81 cf a6 1a 38 c5 e3 9b 90 1c
8e e7 11 22 a5 da 22 27 bd 6c de eb 48 14 52 c1
2a d3 d6 1d 5e 4f 77 6a 0a b5 56 59 1b ef e3 e5
9e 5a 7f dd b8 34 5e 1f 2f 35 b9 f4 ce e5 7c 32
41 4c 08 6a ec 99 3e 93 53 e4 80 d9 ee c6 28 9f
# Prime exponent 2:
4f f8 97 70 9f ad 07 97 46 49 45 78 e7 0f d8 54
61 30 ee ab 56 27 c4 9b 08 0f 05 ee 4a d9 f3 e4
b7 cb a9 d6 a5 df f1 13 a4 1c 34 09 33 68 33 f1
90 81 6d 8a 6b c4 2e 9b ec 56 b7 56 7d 0f 3c 9c
69 6d b6 19 b2 45 d9 01 dd 85 6d b7 c8 09 2e 77
e9 a1 cc cd 56 ee 4d ba 42 c5 fd b6 1a ec 26 69
# Coefficient:
77 b9 d1 13 7b 50 40 4a 98 27 29 31 6e fa fc 7d
fe 66 d3 4e 5a 18 26 00 d5 f3 0a 0a 85 12 05 1c
56 0d 08 1d 4d 0a 18 35 ec 3d 25 a6 0f 4e 4d 6a
a9 48 b2 bf 3d bb 5b 12 4c bb c3 48 92 55 a3 a9
48 37 2f 69 78 49 67 45 f9 43 e1 db 4f 18 38 2c
ea a5 05 df c6 57 57 bb 3f 85 7a 58 dc e5 21 56
# PKCS#1 v1.5 Signature Example 2.17
# -----------------
# Message to be signed:
06 ad d7 5a b6 89 de 06 77 44 e6 9a 2e bd 4b 90
fa 93 83 00 3c d0 5f f5 36 cb f2 94 cd 21 5f 09
23 b7 fc 90 04 f0 aa 18 52 71 a1 d0 06 1f d0 e9
77 7a d1 ec 0c 71 59 1f 57 8b f7 b8 e5 a1
# Signature:
45 14 21 0e 54 1d 5b ad 7d d6 0a e5 49 b9 43 ac
c4 4f 21 39 0d f5 b6 13 18 45 5a 17 61 0d f5 b7
4d 84 ae d2 32 f1 7e 59 d9 1d d2 65 99 22 f8 12
db d4 96 81 69 03 84 b9 54 e9 ad fb 9b 1a 96 8c
0c bf f7 63 ec ee d6 27 50 c5 91 64 b5 e0 80 a8
fe f3 d5 5b fe 2a cf ad 27 52 a6 a8 45 9f a1 fa
b4 9a d3 78 c6 96 4b 23 ee 97 fd 10 34 61 0c 5c
c1 4c 61 e0 eb fb 17 11 f8 ad e9 6f e6 55 7b 38
# <snip>
# =============================================
# <snip>
""").splitlines()
vectors = tuple(load_pkcs1_vectors(vector_data))
expected = (
(
{
'modulus': int(
'495370a1fb18543c16d3631e3163255df62be6eee890d5f25509e4f77'
'8a8ea6fbbbcdf85dff64e0d972003ab3681fbba6dd41fd541829b2e58'
'2de9f2a4a4e0a2d0900bef4753db3cee0ee06c7dfae8b1d53b5953218'
'f9cceea695b08668edeaadced9463b1d790d5ebf27e9115b46cad4d9a'
'2b8efab0561b0810344739ada0733f', 16),
'public_exponent': int('10001', 16),
'private_exponent': int(
'6c66ffe98980c38fcdeab5159898836165f4b4b817c4f6a8d486ee4ea'
'9130fe9b9092bd136d184f95f504a607eac565846d2fdd6597a8967c7'
'396ef95a6eeebb4578a643966dca4d8ee3de842de63279c618159c1ab'
'54a89437b6a6120e4930afb52a4ba6ced8a4947ac64b30a3497cbe701'
'c2d6266d517219ad0ec6d347dbe9', 16),
'p': int(
'8dad7f11363faa623d5d6d5e8a319328d82190d7127d2846c439b0ab7'
'2619b0a43a95320e4ec34fc3a9cea876422305bd76c5ba7be9e2f410c'
'8060645a1d29edb', 16),
'q': int(
'847e732376fc7900f898ea82eb2b0fc418565fdae62f7d9ec4ce2217b'
'97990dd272db157f99f63c0dcbb9fbacdbd4c4dadb6df67756358ca41'
'74825b48f49706d', 16),
'dmp1': int(
'05c2a83c124b3621a2aa57ea2c3efe035eff4560f33ddebb7adab81fc'
'e69a0c8c2edc16520dda83d59a23be867963ac65f2cc710bbcfb96ee1'
'03deb771d105fd85', 16),
'dmq1': int(
'04cae8aa0d9faa165c87b682ec140b8ed3b50b24594b7a3b2c220b366'
'9bb819f984f55310a1ae7823651d4a02e99447972595139363434e5e3'
'0a7e7d241551e1b9', 16),
'iqmp': int(
'07d3e47bf686600b11ac283ce88dbb3f6051e8efd04680e44c171ef53'
'1b80b2b7c39fc766320e2cf15d8d99820e96ff30dc69691839c4b40d7'
'b06e45307dc91f3f', 16),
'examples': [
{
'message': b'81332f4be62948415ea1d899792eeacf6c6e1db1d'
b'a8be13b5cea41db2fed467092e1ff398914c71425'
b'9775f595f8547f735692a575e6923af78f22c6997'
b'ddb90fb6f72d7bb0dd5744a31decd3dc368584983'
b'6ed34aec596304ad11843c4f88489f209735f5fb7'
b'fdaf7cec8addc5818168f880acbf490d51005b7a8'
b'e84e43e54287977571dd99eea4b161eb2df1f5108'
b'f12a4142a83322edb05a75487a3435c9a78ce53ed'
b'93bc550857d7a9fb',
'salt': b'1d65491d79c864b373009be6f6f2467bac4c78fa',
'signature': b'0262ac254bfa77f3c1aca22c5179f8f040422b3'
b'c5bafd40a8f21cf0fa5a667ccd5993d42dbafb4'
b'09c520e25fce2b1ee1e716577f1efa17f3da280'
b'52f40f0419b23106d7845aaf01125b698e7a4df'
b'e92d3967bb00c4d0d35ba3552ab9a8b3eef07c7'
b'fecdbc5424ac4db1e20cb37d0b2744769940ea9'
b'07e17fbbca673b20522380c5'
}, {
'message': b'e2f96eaf0e05e7ba326ecca0ba7fd2f7c02356f3c'
b'ede9d0faabf4fcc8e60a973e5595fd9ea08',
'salt': b'435c098aa9909eb2377f1248b091b68987ff1838',
'signature': b'2707b9ad5115c58c94e932e8ec0a280f56339e4'
b'4a1b58d4ddcff2f312e5f34dcfe39e89c6a94dc'
b'ee86dbbdae5b79ba4e0819a9e7bfd9d982e7ee6'
b'c86ee68396e8b3a14c9c8f34b178eb741f9d3f1'
b'21109bf5c8172fada2e768f9ea1433032c004a8'
b'aa07eb990000a48dc94c8bac8aabe2b09b1aa46'
b'c0a2aa0e12f63fbba775ba7e'
}
]
},
{
'modulus': int(
'495370a1fb18543c16d3631e3163255df62be6eee890d5f25509e4f77'
'8a8ea6fbbbcdf85dff64e0d972003ab3681fbba6dd41fd541829b2e58'
'2de9f2a4a4e0a2d0900bef4753db3cee0ee06c7dfae8b1d53b5953218'
'f9cceea695b08668edeaadced9463b1d790d5ebf27e9115b46cad4d9a'
'2b8efab0561b0810344739ada0733f', 16),
'public_exponent': int('10001', 16)
}
),
(
{
'modulus': int(
'e6bd692ac96645790403fdd0f5beb8b9bf92ed10007fc365046419dd0'
'6c05c5b5b2f48ecf989e4ce269109979cbb40b4a0ad24d22483d1ee31'
'5ad4ccb1534268352691c524f6dd8e6c29d224cf246973aec86c5bf6b'
'1401a850d1b9ad1bb8cbcec47b06f0f8c7f45d3fc8f319299c5433ddb'
'c2b3053b47ded2ecd4a4caefd614833dc8bb622f317ed076b8057fe8d'
'e3f84480ad5e83e4a61904a4f248fb397027357e1d30e463139815c6f'
'd4fd5ac5b8172a45230ecb6318a04f1455d84e5a8b', 16),
'public_exponent': int('10001', 16),
'private_exponent': int(
'6a7fd84fb85fad073b34406db74f8d61a6abc12196a961dd79565e9da'
'6e5187bce2d980250f7359575359270d91590bb0e427c71460b55d514'
'10b191bcf309fea131a92c8e702738fa719f1e0041f52e40e91f229f4'
'd96a1e6f172e15596b4510a6daec26105f2bebc53316b87bdf2131166'
'6070e8dfee69d52c71a976caae79c72b68d28580dc686d9f5129d225f'
'82b3d615513a882b3db91416b48ce08888213e37eeb9af800d81cab32'
'8ce420689903c00c7b5fd31b75503a6d419684d629', 16),
'p': int(
'f8eb97e98df12664eefdb761596a69ddcd0e76daece6ed4bf5a1b50ac'
'086f7928a4d2f8726a77e515b74da41988f220b1cc87aa1fc810ce99a'
'82f2d1ce821edced794c6941f42c7a1a0b8c4d28c75ec60b652279f61'
'54a762aed165d47dee367', 16),
'q': int(
'ed4d71d0a6e24b93c2e5f6b4bbe05f5fb0afa042d204fe3378d365c2f'
'288b6a8dad7efe45d153eef40cacc7b81ff934002d108994b94a5e472'
'8cd9c963375ae49965bda55cbf0efed8d6553b4027f2d86208a6e6b48'
'9c176128092d629e49d3d', 16),
'dmp1': int(
'2bb68bddfb0c4f56c8558bffaf892d8043037841e7fa81cfa61a38c5e'
'39b901c8ee71122a5da2227bd6cdeeb481452c12ad3d61d5e4f776a0a'
'b556591befe3e59e5a7fddb8345e1f2f35b9f4cee57c32414c086aec9'
'93e9353e480d9eec6289f', 16),
'dmq1': int(
'4ff897709fad079746494578e70fd8546130eeab5627c49b080f05ee4'
'ad9f3e4b7cba9d6a5dff113a41c3409336833f190816d8a6bc42e9bec'
'56b7567d0f3c9c696db619b245d901dd856db7c8092e77e9a1cccd56e'
'e4dba42c5fdb61aec2669', 16),
'iqmp': int(
'77b9d1137b50404a982729316efafc7dfe66d34e5a182600d5f30a0a8'
'512051c560d081d4d0a1835ec3d25a60f4e4d6aa948b2bf3dbb5b124c'
'bbc3489255a3a948372f6978496745f943e1db4f18382ceaa505dfc65'
'757bb3f857a58dce52156', 16),
'examples': [
{
'message': b'06add75ab689de067744e69a2ebd4b90fa9383003'
b'cd05ff536cbf294cd215f0923b7fc9004f0aa1852'
b'71a1d0061fd0e9777ad1ec0c71591f578bf7b8e5a'
b'1',
'signature': b'4514210e541d5bad7dd60ae549b943acc44f213'
b'90df5b61318455a17610df5b74d84aed232f17e'
b'59d91dd2659922f812dbd49681690384b954e9a'
b'dfb9b1a968c0cbff763eceed62750c59164b5e0'
b'80a8fef3d55bfe2acfad2752a6a8459fa1fab49'
b'ad378c6964b23ee97fd1034610c5cc14c61e0eb'
b'fb1711f8ade96fe6557b38'
}
]
},
{
'modulus': int(
'e6bd692ac96645790403fdd0f5beb8b9bf92ed10007fc365046419dd0'
'6c05c5b5b2f48ecf989e4ce269109979cbb40b4a0ad24d22483d1ee31'
'5ad4ccb1534268352691c524f6dd8e6c29d224cf246973aec86c5bf6b'
'1401a850d1b9ad1bb8cbcec47b06f0f8c7f45d3fc8f319299c5433ddb'
'c2b3053b47ded2ecd4a4caefd614833dc8bb622f317ed076b8057fe8d'
'e3f84480ad5e83e4a61904a4f248fb397027357e1d30e463139815c6f'
'd4fd5ac5b8172a45230ecb6318a04f1455d84e5a8b', 16),
'public_exponent': int('10001', 16)
}
)
)
assert vectors == expected
def test_load_hotp_vectors():
vector_data = textwrap.dedent("""
# HOTP Test Vectors
# RFC 4226 Appendix D
COUNT = 0
COUNTER = 0
INTERMEDIATE = cc93cf18508d94934c64b65d8ba7667fb7cde4b0
TRUNCATED = 4c93cf18
HOTP = 755224
SECRET = 12345678901234567890
COUNT = 1
COUNTER = 1
INTERMEDIATE = 75a48a19d4cbe100644e8ac1397eea747a2d33ab
TRUNCATED = 41397eea
HOTP = 287082
SECRET = 12345678901234567890
COUNT = 2
COUNTER = 2
INTERMEDIATE = 0bacb7fa082fef30782211938bc1c5e70416ff44
TRUNCATED = 82fef30
HOTP = 359152
SECRET = 12345678901234567890
COUNT = 3
COUNTER = 3
INTERMEDIATE = 66c28227d03a2d5529262ff016a1e6ef76557ece
TRUNCATED = 66ef7655
HOTP = 969429
SECRET = 12345678901234567890
""").splitlines()
assert load_nist_vectors(vector_data) == [
{
"counter": b"0",
"intermediate": b"cc93cf18508d94934c64b65d8ba7667fb7cde4b0",
"truncated": b"4c93cf18",
"hotp": b"755224",
"secret": b"12345678901234567890",
},
{
"counter": b"1",
"intermediate": b"75a48a19d4cbe100644e8ac1397eea747a2d33ab",
"truncated": b"41397eea",
"hotp": b"287082",
"secret": b"12345678901234567890",
},
{
"counter": b"2",
"intermediate": b"0bacb7fa082fef30782211938bc1c5e70416ff44",
"truncated": b"82fef30",
"hotp": b"359152",
"secret": b"12345678901234567890",
},
{
"counter": b"3",
"intermediate": b"66c28227d03a2d5529262ff016a1e6ef76557ece",
"truncated": b"66ef7655",
"hotp": b"969429",
"secret": b"12345678901234567890",
},
]
def test_load_totp_vectors():
vector_data = textwrap.dedent("""
# TOTP Test Vectors
# RFC 6238 Appendix B
COUNT = 0
TIME = 59
TOTP = 94287082
MODE = SHA1
SECRET = 12345678901234567890
COUNT = 1
TIME = 59
TOTP = 46119246
MODE = SHA256
SECRET = 12345678901234567890
COUNT = 2
TIME = 59
TOTP = 90693936
MODE = SHA512
SECRET = 12345678901234567890
""").splitlines()
assert load_nist_vectors(vector_data) == [
{
"time": b"59",
"totp": b"94287082",
"mode": b"SHA1",
"secret": b"12345678901234567890",
},
{
"time": b"59",
"totp": b"46119246",
"mode": b"SHA256",
"secret": b"12345678901234567890",
},
{
"time": b"59",
"totp": b"90693936",
"mode": b"SHA512",
"secret": b"12345678901234567890",
},
]
def test_load_rsa_nist_vectors():
vector_data = textwrap.dedent("""
# CAVS 11.4
# "SigGen PKCS#1 RSASSA-PSS" information
# Mod sizes selected: 1024 1536 2048 3072 4096
# SHA Algorithm selected:SHA1 SHA224 SHA256 SHA384 SHA512
# Salt len: 20
[mod = 1024]
n = bcb47b2e0dafcba81ff2a2b5cb115ca7e757184c9d72bcdcda707a146b3b4e29989d
e = 00000000000000000000000000000000000000000000000000000000000000000010001
SHAAlg = SHA1
Msg = 1248f62a4389f42f7b4bb131053d6c88a994db2075b912ccbe3ea7dc611714f14e
S = 682cf53c1145d22a50caa9eb1a9ba70670c5915e0fdfde6457a765de2a8fe12de97
SHAAlg = SHA384
Msg = e511903c2f1bfba245467295ac95413ac4746c984c3750a728c388aa628b0ebf
S = 9c748702bbcc1f9468864cd360c8c39d007b2d8aaee833606c70f7593cf0d1519
[mod = 1024]
n = 1234567890
e = 0010001
SHAAlg = SHA512
Msg = 3456781293fab829
S = deadbeef0000
""").splitlines()
vectors = load_rsa_nist_vectors(vector_data)
assert vectors == [
{
"modulus": int("bcb47b2e0dafcba81ff2a2b5cb115ca7e757184c9d72bcdcda"
"707a146b3b4e29989d", 16),
"public_exponent": 65537,
"algorithm": "SHA1",
"salt_length": 20,
"msg": b"1248f62a4389f42f7b4bb131053d6c88a994db2075b912ccbe3ea7dc6"
b"11714f14e",
"s": b"682cf53c1145d22a50caa9eb1a9ba70670c5915e0fdfde6457a765de2a8"
b"fe12de97",
"fail": False
},
{
"modulus": int("bcb47b2e0dafcba81ff2a2b5cb115ca7e757184c9d72bcdcda"
"707a146b3b4e29989d", 16),
"public_exponent": 65537,
"algorithm": "SHA384",
"salt_length": 20,
"msg": b"e511903c2f1bfba245467295ac95413ac4746c984c3750a728c388aa6"
b"28b0ebf",
"s": b"9c748702bbcc1f9468864cd360c8c39d007b2d8aaee833606c70f7593cf"
b"0d1519",
"fail": False
},
{
"modulus": 78187493520,
"public_exponent": 65537,
"algorithm": "SHA512",
"salt_length": 20,
"msg": b"3456781293fab829",
"s": b"deadbeef0000",
"fail": False
},
]
def test_load_rsa_nist_pkcs1v15_verification_vectors():
vector_data = textwrap.dedent("""
# CAVS 11.0
# "SigVer PKCS#1 Ver 1.5" information
# Mod sizes selected: 1024 1536 2048 3072 4096
# SHA Algorithm selected:SHA1 SHA224 SHA256 SHA384 SHA512
# Generated on Wed Mar 02 00:13:02 2011
[mod = 1024]
n = be499b5e7f06c83fa0293e31465c8eb6b58af920bae52a7b5b9bfeb7aa72db126411
p = e7a80c5d211c06acb900939495f26d365fc2b4825b75e356f89003eaa5931e6be5c3
q = d248aa248000f720258742da67b711940c8f76e1ecd52b67a6ffe1e49354d66ff84f
SHAAlg = SHA1
e = 00000000000000000000000000000000000000000000000000000000000000000011
d = 0d0f17362bdad181db4e1fe03e8de1a3208989914e14bf269558826bfa20faf4b68d
Msg = 6b9cfac0ba1c7890b13e381ce752195cc1375237db2afcf6a9dcd1f95ec733a80c
S = 562d87b5781c01d166fef3972669a0495c145b898a17df4743fbefb0a1582bd6ba9d
SaltVal = 11223344555432167890
Result = F (3 - Signature changed )
SHAAlg = SHA1
e = 0000000000003
d = bfa20faf4b68d
Msg = 2a67c70ff14f9b34ddb42e6f89d5971057a0da980fc9ae70c81a84da0c0ac42737
S = 2b91c6ae2b3c46ff18d5b7abe239634cb752d0acb53eea0ccd8ea8483036a50e8faf
SaltVal = 11223344555432167890
Result = P
""").splitlines()
vectors = load_rsa_nist_vectors(vector_data)
assert vectors == [
{
"modulus": int("be499b5e7f06c83fa0293e31465c8eb6b58af920bae52a7b5b"
"9bfeb7aa72db126411", 16),
"p": int("e7a80c5d211c06acb900939495f26d365fc2b4825b75e356f89003ea"
"a5931e6be5c3", 16),
"q": int("d248aa248000f720258742da67b711940c8f76e1ecd52b67a6ffe1e4"
"9354d66ff84f", 16),
"public_exponent": 17,
"algorithm": "SHA1",
"private_exponent": int("0d0f17362bdad181db4e1fe03e8de1a3208989914"
"e14bf269558826bfa20faf4b68d", 16),
"msg": b"6b9cfac0ba1c7890b13e381ce752195cc1375237db2afcf6a9dcd1f95"
b"ec733a80c",
"s": b"562d87b5781c01d166fef3972669a0495c145b898a17df4743fbefb0a15"
b"82bd6ba9d",
"saltval": b"11223344555432167890",
"fail": True
},
{
"modulus": int("be499b5e7f06c83fa0293e31465c8eb6b58af920bae52a7b5b"
"9bfeb7aa72db126411", 16),
"p": int("e7a80c5d211c06acb900939495f26d365fc2b4825b75e356f89003ea"
"a5931e6be5c3", 16),
"q": int("d248aa248000f720258742da67b711940c8f76e1ecd52b67a6ffe1e4"
"9354d66ff84f", 16),
"public_exponent": 3,
"algorithm": "SHA1",
"private_exponent": int("bfa20faf4b68d", 16),
"msg": b"2a67c70ff14f9b34ddb42e6f89d5971057a0da980fc9ae70c81a84da0"
b"c0ac42737",
"s": b"2b91c6ae2b3c46ff18d5b7abe239634cb752d0acb53eea0ccd8ea848303"
b"6a50e8faf",
"saltval": b"11223344555432167890",
"fail": False
},
]
def test_load_rsa_nist_pss_verification_vectors():
vector_data = textwrap.dedent("""
# CAVS 11.0
# "SigVer PKCS#1 RSASSA-PSS" information
# Mod sizes selected: 1024 1536 2048 3072 4096
# SHA Algorithm selected:SHA1 SHA224 SHA256 SHA384 SHA512
# Salt len: 10
# Generated on Wed Mar 02 00:25:22 2011
[mod = 1024]
n = be499b5e7f06c83fa0293e31465c8eb6b5
p = e7a80c5d211c06acb900939495f26d365f
q = d248aa248000f720258742da67b711940c
SHAAlg = SHA1
e = 00000000000000011
d = c8e26a88239672cf49b3422a07c4d834ba
Msg = 6b9cfac0ba1c7890b13e381ce752195c
S = 562d87b5781c01d166fef3972669a0495c
SaltVal = 11223344555432167890
Result = F (3 - Signature changed )
SHAAlg = SHA384
e = 000003
d = 0d0f17362bdad181db4e1fe03e8de1a320
Msg = 2a67c70ff14f9b34ddb42e6f89d59710
S = 2b91c6ae2b3c46ff18d5b7abe239634cb7
SaltVal = 11223344555432167890
Result = P
""").splitlines()
vectors = load_rsa_nist_vectors(vector_data)
assert vectors == [
{
"modulus": int("be499b5e7f06c83fa0293e31465c8eb6b5", 16),
"p": int("e7a80c5d211c06acb900939495f26d365f", 16),
"q": int("d248aa248000f720258742da67b711940c", 16),
"public_exponent": 17,
"algorithm": "SHA1",
"private_exponent": int("c8e26a88239672cf49b3422a07c4d834ba", 16),
"msg": b"6b9cfac0ba1c7890b13e381ce752195c",
"s": b"562d87b5781c01d166fef3972669a0495c",
"saltval": b"11223344555432167890",
"salt_length": 10,
"fail": True
},
{
"modulus": int("be499b5e7f06c83fa0293e31465c8eb6b5", 16),
"p": int("e7a80c5d211c06acb900939495f26d365f", 16),
"q": int("d248aa248000f720258742da67b711940c", 16),
"public_exponent": 3,
"algorithm": "SHA384",
"private_exponent": int("0d0f17362bdad181db4e1fe03e8de1a320", 16),
"msg": b"2a67c70ff14f9b34ddb42e6f89d59710",
"s": b"2b91c6ae2b3c46ff18d5b7abe239634cb7",
"saltval": b"11223344555432167890",
"salt_length": 10,
"fail": False
},
]
def test_load_fips_dsa_key_pair_vectors():
vector_data = textwrap.dedent("""
# CAVS 11.1
# "KeyPair" information
# Mod sizes selected: L=1024, N=160:: L=2048, N=224 :: L=2048, N=256 :: L
=3072, N=256
# Generated on Wed May 04 08:50:52 2011
[mod = L=1024, N=160]
P = d38311e2cd388c3ed698e82fdf88eb92b5a9a483dc88005d4b725ef341eabb47cf8a7a\
8a41e792a156b7ce97206c4f9c5ce6fc5ae7912102b6b502e59050b5b21ce263dddb2044b65223\
6f4d42ab4b5d6aa73189cef1ace778d7845a5c1c1c7147123188f8dc551054ee162b634d60f097\
f719076640e20980a0093113a8bd73
Q = 96c5390a8b612c0e422bb2b0ea194a3ec935a281
G = 06b7861abbd35cc89e79c52f68d20875389b127361ca66822138ce4991d2b862259d6b\
4548a6495b195aa0e0b6137ca37eb23b94074d3c3d300042bdf15762812b6333ef7b07ceba7860\
7610fcc9ee68491dbc1e34cd12615474e52b18bc934fb00c61d39e7da8902291c4434a4e2224c3\
f4fd9f93cd6f4f17fc076341a7e7d9
X = 8185fee9cc7c0e91fd85503274f1cd5a3fd15a49
Y = 6f26d98d41de7d871b6381851c9d91fa03942092ab6097e76422070edb71db44ff5682\
80fdb1709f8fc3feab39f1f824adaeb2a298088156ac31af1aa04bf54f475bdcfdcf2f8a2dd973\
e922d83e76f016558617603129b21c70bf7d0e5dc9e68fe332e295b65876eb9a12fe6fca9f1a1c\
e80204646bf99b5771d249a6fea627
X = 85322d6ea73083064376099ca2f65f56e8522d9b
Y = 21f8690f717c9f4dcb8f4b6971de2f15b9231fcf41b7eeb997d781f240bfdddfd2090d\
22083c26cca39bf37c9caf1ec89518ea64845a50d747b49131ffff6a2fd11ea7bacbb93c7d0513\
7383a06365af82225dd3713ca5a45006316f53bd12b0e260d5f79795e5a4c9f353f12867a1d320\
2394673ada8563b71555e53f415254
[mod = L=2048, N=224]
P = 904ef8e31e14721910fa0969e77c99b79f190071a86026e37a887a6053960dbfb74390\
a6641319fe0af32c4e982934b0f1f4c5bc57534e8e56d77c36f0a99080c0d5bc9022fa34f58922\
81d7b1009571cb5b35699303f912b276d86b1b0722fc0b1500f0ffb2e4d90867a3bdca181a9734\
617a8a9f991aa7c14dec1cf45ceba00600f8425440ed0c3b52c82e3aa831932a98b477da220867\
eb2d5e0ca34580b33b1b65e558411ed09c369f4717bf03b551787e13d9e47c267c91c697225265\
da157945cd8b32e84fc45b80533265239aa00a2dd3d05f5cb231b7daf724b7ecdce170360a8397\
2e5be94626273d449f441be300a7345db387bebadad67d8060a7
Q = d7d0a83e84d13032b830ed74a6a88592ec9a4cf42bf37080c6600aad
G = 2050b18d3c9f39fac396c009310d6616f9309b67b59aef9aee813d6b4f12ee29ba8a6b\
350b11d4336d44b4641230002d870f1e6b1d8728bdd40262df0d2440999185ae077f7034c61679\
f4360fbb5d181569e7cb8acb04371c11ba55f1bbd777b74304b99b66d4405303e7120dc8bc4785\
f56e9533e65b63a0c77cce7bba0d5d6069df5edffa927c5a255a09405a008258ed93506a843366\
2154f6f67e922d7c9788f04d4ec09581063950d9cde8e373ea59a58b2a6df6ba8663345574fabb\
a9ca981696d83aeac1f34f14f1a813ba900b3f0341dea23f7d3297f919a97e1ae00ac0728c93fe\
0a88b66591baf4eb0bc6900f39ba5feb41cbbeea7eb7919aa4d3
X = 3f19424da3b4f0cafca3fc5019fcd225dd7e496ffdf6b77e364f45be
Y = 7681ed0ac257ab7ff17c52de4638c0614749792707a0c0d23883697e34963df15c806f\
a6206f7fafb3269018e7703bd1e6f518d13544331a017713dbbe0cee8da6c095271fbf24edb74a\
44e18b1d3b835622f68d31921c67c83e8479d1972ed0cb106c68188fe22c044254251ebf880b90\
49dc3b7958ef61e1e67d2f677d2a7d2ab6b7c42b70cc5dedc3e5de7459a2dbc70c69008553d7ff\
b6bf81c012c8bd67bdddeaab9a4a4373027912a7c7d9cd9cfc6c81dffe0cc7a6d40c3b2065aee7\
be80e3c35497d64c8045bc511edaf7314c84c56bd9f0fecf62262ea5b45b49a0cffb223713bdbd\
3ad03a25a0bb2211eba41ffcd08ab0e1ad485c29a3fc25ee8359
X = 241396352dd26efe0e2e184da52fe2b61d9d51b91b5009674c447854
Y = 2f07a3aa9884c65288e5fef56c7b7f4445632273290bae6fcaab87c90058b2bef81ad3\
34958657cf649ffb976d618b34ce69ef6d68c0d8bfe275cf097a301e8dd5595958e0c668c15f67\
b5c0b0d01983057ce61593635aab5e0564ed720b0336f055a86755c76be22df3b8487f16e2ba0b\
5136fd30d7e3b1d30c3bd298d3acc0a1988a11756c94e9a53184d0d3edfbb649caf03eace3083d\
e9933921e627f4b2e011d1c79e45d8ea1eb7e4e59a1cbd8382b3238474eb949749c985200fbb25\
41e2dce080aa881945d4d935076e48a0846dc5513bb4da8563b946af54f546455931e79c065ce7\
ca223a98f8fde40091d38eb2c3eb8e3b81d88374f3146b0afc42
[mod = L=2048, N=256]
P = ea1fb1af22881558ef93be8a5f8653c5a559434c49c8c2c12ace5e9c41434c9cf0a8e9\
498acb0f4663c08b4484eace845f6fb17dac62c98e706af0fc74e4da1c6c2b3fbf5a1d58ff82fc\
1a66f3e8b12252c40278fff9dd7f102eed2cb5b7323ebf1908c234d935414dded7f8d244e54561\
b0dca39b301de8c49da9fb23df33c6182e3f983208c560fb5119fbf78ebe3e6564ee235c6a15cb\
b9ac247baba5a423bc6582a1a9d8a2b4f0e9e3d9dbac122f750dd754325135257488b1f6ecabf2\
1bff2947fe0d3b2cb7ffe67f4e7fcdf1214f6053e72a5bb0dd20a0e9fe6db2df0a908c36e95e60\
bf49ca4368b8b892b9c79f61ef91c47567c40e1f80ac5aa66ef7
Q = 8ec73f3761caf5fdfe6e4e82098bf10f898740dcb808204bf6b18f507192c19d
G = e4c4eca88415b23ecf811c96e48cd24200fe916631a68a684e6ccb6b1913413d344d1d\
8d84a333839d88eee431521f6e357c16e6a93be111a98076739cd401bab3b9d565bf4fb99e9d18\
5b1e14d61c93700133f908bae03e28764d107dcd2ea7674217622074bb19efff482f5f5c1a86d5\
551b2fc68d1c6e9d8011958ef4b9c2a3a55d0d3c882e6ad7f9f0f3c61568f78d0706b10a26f23b\
4f197c322b825002284a0aca91807bba98ece912b80e10cdf180cf99a35f210c1655fbfdd74f13\
b1b5046591f8403873d12239834dd6c4eceb42bf7482e1794a1601357b629ddfa971f2ed273b14\
6ec1ca06d0adf55dd91d65c37297bda78c6d210c0bc26e558302
X = 405772da6e90d809e77d5de796562a2dd4dfd10ef00a83a3aba6bd818a0348a1
Y = 6b32e31ab9031dc4dd0b5039a78d07826687ab087ae6de4736f5b0434e1253092e8a0b\
231f9c87f3fc8a4cb5634eb194bf1b638b7a7889620ce6711567e36aa36cda4604cfaa601a4591\
8371d4ccf68d8b10a50a0460eb1dc0fff62ef5e6ee4d473e18ea4a66c196fb7e677a49b48241a0\
b4a97128eff30fa437050501a584f8771e7280d26d5af30784039159c11ebfea10b692fd0a5821\
5eeb18bff117e13f08db792ed4151a218e4bed8dddfb0793225bd1e9773505166f4bd8cedbb286\
ea28232972da7bae836ba97329ba6b0a36508e50a52a7675e476d4d4137eae13f22a9d2fefde70\
8ba8f34bf336c6e76331761e4b0617633fe7ec3f23672fb19d27
X = 0e0b95e31fda3f888059c46c3002ef8f2d6be112d0209aeb9e9545da67aeea80
Y = 778082b77ddba6f56597cc74c3a612abf2ddbd85cc81430c99ab843c1f630b9db01399\
65f563978164f9bf3a8397256be714625cd41cd7fa0067d94ea66d7e073f7125af692ad01371d4\
a17f4550590378f2b074030c20e36911598a1018772f61be3b24de4be5a388ccc09e15a92819c3\
1dec50de9fde105b49eaa097b9d13d9219eeb33b628facfd1c78a7159c8430d0647c506e7e3de7\
4763cb351eada72c00bef3c9641881e6254870c1e6599f8ca2f1bbb74f39a905e3a34e4544168e\
6e50c9e3305fd09cab6ed4aff6fda6e0d5bf375c81ac9054406d9193b003c89272f1bd83d48250\
134b65c77c2b6332d38d34d9016f0e8975536ad6c348a1faedb0
[mod = L=3072, N=256]
P = f335666dd1339165af8b9a5e3835adfe15c158e4c3c7bd53132e7d5828c352f593a9a7\
87760ce34b789879941f2f01f02319f6ae0b756f1a842ba54c85612ed632ee2d79ef17f06b77c6\
41b7b080aff52a03fc2462e80abc64d223723c236deeb7d201078ec01ca1fbc1763139e25099a8\
4ec389159c409792080736bd7caa816b92edf23f2c351f90074aa5ea2651b372f8b58a0a65554d\
b2561d706a63685000ac576b7e4562e262a14285a9c6370b290e4eb7757527d80b6c0fd5df831d\
36f3d1d35f12ab060548de1605fd15f7c7aafed688b146a02c945156e284f5b71282045aba9844\
d48b5df2e9e7a5887121eae7d7b01db7cdf6ff917cd8eb50c6bf1d54f90cce1a491a9c74fea88f\
7e7230b047d16b5a6027881d6f154818f06e513faf40c8814630e4e254f17a47bfe9cb519b9828\
9935bf17673ae4c8033504a20a898d0032ee402b72d5986322f3bdfb27400561f7476cd715eaab\
b7338b854e51fc2fa026a5a579b6dcea1b1c0559c13d3c1136f303f4b4d25ad5b692229957
Q = d3eba6521240694015ef94412e08bf3cf8d635a455a398d6f210f6169041653b
G = ce84b30ddf290a9f787a7c2f1ce92c1cbf4ef400e3cd7ce4978db2104d7394b493c183\
32c64cec906a71c3778bd93341165dee8e6cd4ca6f13afff531191194ada55ecf01ff94d6cf7c4\
768b82dd29cd131aaf202aefd40e564375285c01f3220af4d70b96f1395420d778228f1461f5d0\
b8e47357e87b1fe3286223b553e3fc9928f16ae3067ded6721bedf1d1a01bfd22b9ae85fce7782\
0d88cdf50a6bde20668ad77a707d1c60fcc5d51c9de488610d0285eb8ff721ff141f93a9fb23c1\
d1f7654c07c46e58836d1652828f71057b8aff0b0778ef2ca934ea9d0f37daddade2d823a4d8e3\
62721082e279d003b575ee59fd050d105dfd71cd63154efe431a0869178d9811f4f231dc5dcf3b\
0ec0f2b0f9896c32ec6c7ee7d60aa97109e09224907328d4e6acd10117e45774406c4c947da802\
0649c3168f690e0bd6e91ac67074d1d436b58ae374523deaf6c93c1e6920db4a080b744804bb07\
3cecfe83fa9398cf150afa286dc7eb7949750cf5001ce104e9187f7e16859afa8fd0d775ae
X = b2764c46113983777d3e7e97589f1303806d14ad9f2f1ef033097de954b17706
Y = 814824e435e1e6f38daa239aad6dad21033afce6a3ebd35c1359348a0f2418871968c2\
babfc2baf47742148828f8612183178f126504da73566b6bab33ba1f124c15aa461555c2451d86\
c94ee21c3e3fc24c55527e01b1f03adcdd8ec5cb08082803a7b6a829c3e99eeb332a2cf5c035b0\
ce0078d3d414d31fa47e9726be2989b8d06da2e6cd363f5a7d1515e3f4925e0b32adeae3025cc5\
a996f6fd27494ea408763de48f3bb39f6a06514b019899b312ec570851637b8865cff3a52bf5d5\
4ad5a19e6e400a2d33251055d0a440b50d53f4791391dc754ad02b9eab74c46b4903f9d76f8243\
39914db108057af7cde657d41766a99991ac8787694f4185d6f91d7627048f827b405ec67bf2fe\
56141c4c581d8c317333624e073e5879a82437cb0c7b435c0ce434e15965db1315d64895991e6b\
be7dac040c42052408bbc53423fd31098248a58f8a67da3a39895cd0cc927515d044c1e3cb6a32\
59c3d0da354cce89ea3552c59609db10ee989986527436af21d9485ddf25f90f7dff6d2bae
X = 52e3e040efb30e1befd909a0bdbcfd140d005b1bff094af97186080262f1904d
Y = a5ae6e8f9b7a68ab0516dad4d7b7d002126f811d5a52e3d35c6d387fcb43fd19bf7792\
362f9c98f8348aa058bb62376685f3d0c366c520d697fcd8416947151d4bbb6f32b53528a01647\
9e99d2cd48d1fc679027c15f0042f207984efe05c1796bca8eba678dfdd00b80418e3ea840557e\
73b09e003882f9a68edba3431d351d1ca07a8150b018fdbdf6c2f1ab475792a3ccaa6594472a45\
f8dc777b60bf67de3e0f65c20d11b7d59faedf83fbce52617f500d9e514947c455274c6e900464\
767fb56599b81344cf6d12c25cb2b7d038d7b166b6cf30534811c15d0e8ab880a2ac06786ae2dd\
de61329a78d526f65245380ce877e979c5b50de66c9c30d66382c8f254653d25a1eb1d3a4897d7\
623399b473ce712a2184cf2da1861706c41466806aefe41b497db82aca6c31c8f4aa68c17d1d9e\
380b57998917655783ec96e5234a131f7299398d36f1f5f84297a55ff292f1f060958c358fed34\
6db2de45127ca728a9417b2c54203e33e53b9a061d924395b09afab8daf3e8dd7eedcec3ac
""").splitlines()
expected = [
{'g': int('06b7861abbd35cc89e79c52f68d20875389b127361ca66822138ce499'
'1d2b862259d6b4548a6495b195aa0e0b6137ca37eb23b94074d3c3d3000'
'42bdf15762812b6333ef7b07ceba78607610fcc9ee68491dbc1e34cd12'
'615474e52b18bc934fb00c61d39e7da8902291c4434a4e2224c3f'
'4fd9f93cd6f4f17fc076341a7e7d9', 16),
'p': int('d38311e2cd388c3ed698e82fdf88eb92b5a9a483dc88005d4b725e'
'f341eabb47cf8a7a8a41e792a156b7ce97206c4f9c5ce6fc5ae791210'
'2b6b502e59050b5b21ce263dddb2044b652236f4d42ab4b5d6aa73189c'
'ef1ace778d7845a5c1c1c7147123188f8dc551054ee162b634d60f097f7'
'19076640e20980a0093113a8bd73', 16),
'q': int('96c5390a8b612c0e422bb2b0ea194a3ec935a281', 16),
'x': int('8185fee9cc7c0e91fd85503274f1cd5a3fd15a49', 16),
'y': int('6f26d98d41de7d871b6381851c9d91fa03942092ab6097e76422'
'070edb71db44ff568280fdb1709f8fc3feab39f1f824adaeb2a29808815'
'6ac31af1aa04bf54f475bdcfdcf2f8a2dd973e922d83e76f01655861760'
'3129b21c70bf7d0e5dc9e68fe332e295b65876eb9a12fe6fca9f1a1ce80'
'204646bf99b5771d249a6fea627', 16)},
{'g': int('06b7861abbd35cc89e79c52f68d20875389b127361ca66822138ce4991d'
'2b862259d6b4548a6495b195aa0e0b6137ca37eb23b94074d3c3d30004'
'2bdf15762812b6333ef7b07ceba78607610fcc9ee68491dbc1e34cd126'
'15474e52b18bc934fb00c61d39e7da8902291c4434a4e2224c3f4fd9'
'f93cd6f4f17fc076341a7e7d9', 16),
'p': int('d38311e2cd388c3ed698e82fdf88eb92b5a9a483dc88005d4b725ef341e'
'abb47cf8a7a8a41e792a156b7ce97206c4f9c5ce6fc5ae7912102b6b50'
'2e59050b5b21ce263dddb2044b652236f4d42ab4b5d6aa73189cef1a'
'ce778d7845a5c1c1c7147123188f8dc551054ee162b634d6'
'0f097f719076640e20980a0093113a8bd73', 16),
'q': int('96c5390a8b612c0e422bb2b0ea194a3ec935a281', 16),
'x': int('85322d6ea73083064376099ca2f65f56e8522d9b', 16),
'y': int('21f8690f717c9f4dcb8f4b6971de2f15b9231fcf41b7eeb997d781f240'
'bfdddfd2090d22083c26cca39bf37c9caf1ec89518ea64845a50d747b49'
'131ffff6a2fd11ea7bacbb93c7d05137383a06365af82225dd3713c'
'a5a45006316f53bd12b0e260d5f79795e5a4c9f353f12867a1d3'
'202394673ada8563b71555e53f415254', 16)},
{'g': int('e4c4eca88415b23ecf811c96e48cd24200fe916631a68a684e6ccb6b191'
'3413d344d1d8d84a333839d88eee431521f6e357c16e6a93be111a9807'
'6739cd401bab3b9d565bf4fb99e9d185b1e14d61c93700133f908bae0'
'3e28764d107dcd2ea7674217622074bb19efff482f5f5c1a86d5551b2'
'fc68d1c6e9d8011958ef4b9c2a3a55d0d3c882e6ad7f9f0f3c61568f78'
'd0706b10a26f23b4f197c322b825002284a0aca91807bba98ece912'
'b80e10cdf180cf99a35f210c1655fbfdd74f13b1b5046591f8403873d'
'12239834dd6c4eceb42bf7482e1794a1601357b629ddfa971f2ed273b1'
'46ec1ca06d0adf55dd91d65c37297bda78c6d210c0bc26e558302', 16),
'p': int('ea1fb1af22881558ef93be8a5f8653c5a559434c49c8c2c12ace'
'5e9c41434c9cf0a8e9498acb0f4663c08b4484eace845f6fb17d'
'ac62c98e706af0fc74e4da1c6c2b3fbf5a1d58ff82fc1a66f3e8b122'
'52c40278fff9dd7f102eed2cb5b7323ebf1908c234d935414dded7f8d2'
'44e54561b0dca39b301de8c49da9fb23df33c6182e3f983208c560fb5'
'119fbf78ebe3e6564ee235c6a15cbb9ac247baba5a423bc6582a1a9d8a'
'2b4f0e9e3d9dbac122f750dd754325135257488b1f6ecabf21bff2947'
'fe0d3b2cb7ffe67f4e7fcdf1214f6053e72a5bb0dd20a0e9fe6db2df0a'
'908c36e95e60bf49ca4368b8b892b9c79f61ef91c47567c40e1f80ac'
'5aa66ef7', 16),
'q': int('8ec73f3761caf5fdfe6e4e82098bf10f898740dcb808204bf6b1'
'8f507192c19d', 16),
'x': int('405772da6e90d809e77d5de796562a2dd4dfd10ef00a83a3aba6'
'bd818a0348a1', 16),
'y': int('6b32e31ab9031dc4dd0b5039a78d07826687ab087ae6de4736f5'
'b0434e1253092e8a0b231f9c87f3fc8a4cb5634eb194bf1b638'
'b7a7889620ce6711567e36aa36cda4604cfaa601a45918371d'
'4ccf68d8b10a50a0460eb1dc0fff62ef5e6ee4d473e18ea4a6'
'6c196fb7e677a49b48241a0b4a97128eff30fa437050501a584'
'f8771e7280d26d5af30784039159c11ebfea10b692fd0a58215ee'
'b18bff117e13f08db792ed4151a218e4bed8dddfb0793225bd1e97'
'73505166f4bd8cedbb286ea28232972da7bae836ba97329ba6b0a36508'
'e50a52a7675e476d4d4137eae13f22a9d2fefde708ba8f34bf336c6e7'
'6331761e4b0617633fe7ec3f23672fb19d27', 16)},
{'g': int('e4c4eca88415b23ecf811c96e48cd24200fe916631a68a684e6ccb6b191'
'3413d344d1d8d84a333839d88eee431521f6e357c16e6a93be111a9807'
'6739cd401bab3b9d565bf4fb99e9d185b1e14d61c93700133f908bae0'
'3e28764d107dcd2ea7674217622074bb19efff482f5f5c1a86d5551b2'
'fc68d1c6e9d8011958ef4b9c2a3a55d0d3c882e6ad7f9f0f3c61568f78'
'd0706b10a26f23b4f197c322b825002284a0aca91807bba98ece912'
'b80e10cdf180cf99a35f210c1655fbfdd74f13b1b5046591f8403873d'
'12239834dd6c4eceb42bf7482e1794a1601357b629ddfa971f2ed273b1'
'46ec1ca06d0adf55dd91d65c37297bda78c6d210c0bc26e558302', 16),
'p': int('ea1fb1af22881558ef93be8a5f8653c5a559434c49c8c2c12ace'
'5e9c41434c9cf0a8e9498acb0f4663c08b4484eace845f6fb17d'
'ac62c98e706af0fc74e4da1c6c2b3fbf5a1d58ff82fc1a66f3e8b122'
'52c40278fff9dd7f102eed2cb5b7323ebf1908c234d935414dded7f8d2'
'44e54561b0dca39b301de8c49da9fb23df33c6182e3f983208c560fb5'
'119fbf78ebe3e6564ee235c6a15cbb9ac247baba5a423bc6582a1a9d8a'
'2b4f0e9e3d9dbac122f750dd754325135257488b1f6ecabf21bff2947'
'fe0d3b2cb7ffe67f4e7fcdf1214f6053e72a5bb0dd20a0e9fe6db2df0a'
'908c36e95e60bf49ca4368b8b892b9c79f61ef91c47567c40e1f80ac'
'5aa66ef7', 16),
'q': int('8ec73f3761caf5fdfe6e4e82098bf10f898740dcb808204bf6b1'
'8f507192c19d', 16),
'x': int('0e0b95e31fda3f888059c46c3002ef8f2d6be112d0209aeb9e95'
'45da67aeea80', 16),
'y': int('778082b77ddba6f56597cc74c3a612abf2ddbd85cc81430c99ab'
'843c1f630b9db0139965f563978164f9bf3a8397256be714625'
'cd41cd7fa0067d94ea66d7e073f7125af692ad01371d4a17f45'
'50590378f2b074030c20e36911598a1018772f61be3b24de4be'
'5a388ccc09e15a92819c31dec50de9fde105b49eaa097b9d13d'
'9219eeb33b628facfd1c78a7159c8430d0647c506e7e3de74763c'
'b351eada72c00bef3c9641881e6254870c1e6599f8ca2f1bbb74f'
'39a905e3a34e4544168e6e50c9e3305fd09cab6ed4aff6fda6e0d'
'5bf375c81ac9054406d9193b003c89272f1bd83d48250134b65c77'
'c2b6332d38d34d9016f0e8975536ad6c348a1faedb0', 16)},
{'g': int('ce84b30ddf290a9f787a7c2f1ce92c1cbf4ef400e3cd7ce4978d'
'b2104d7394b493c18332c64cec906a71c3778bd93341165dee8'
'e6cd4ca6f13afff531191194ada55ecf01ff94d6cf7c4768b82'
'dd29cd131aaf202aefd40e564375285c01f3220af4d70b96f1'
'395420d778228f1461f5d0b8e47357e87b1fe3286223b553e3'
'fc9928f16ae3067ded6721bedf1d1a01bfd22b9ae85fce77820d88cdf'
'50a6bde20668ad77a707d1c60fcc5d51c9de488610d0285eb8ff721f'
'f141f93a9fb23c1d1f7654c07c46e58836d1652828f71057b8aff0b077'
'8ef2ca934ea9d0f37daddade2d823a4d8e362721082e279d003b575ee'
'59fd050d105dfd71cd63154efe431a0869178d9811f4f231dc5dcf3b'
'0ec0f2b0f9896c32ec6c7ee7d60aa97109e09224907328d4e6acd1011'
'7e45774406c4c947da8020649c3168f690e0bd6e91ac67074d1d436b'
'58ae374523deaf6c93c1e6920db4a080b744804bb073cecfe83fa939'
'8cf150afa286dc7eb7949750cf5001ce104e9187f7e16859afa8fd0d'
'775ae', 16),
'p': int('f335666dd1339165af8b9a5e3835adfe15c158e4c3c7bd53132e7d5828'
'c352f593a9a787760ce34b789879941f2f01f02319f6ae0b756f1a842'
'ba54c85612ed632ee2d79ef17f06b77c641b7b080aff52a03fc2462e8'
'0abc64d223723c236deeb7d201078ec01ca1fbc1763139e25099a84ec'
'389159c409792080736bd7caa816b92edf23f2c351f90074aa5ea2651'
'b372f8b58a0a65554db2561d706a63685000ac576b7e4562e262a1428'
'5a9c6370b290e4eb7757527d80b6c0fd5df831d36f3d1d35f12ab0605'
'48de1605fd15f7c7aafed688b146a02c945156e284f5b71282045aba9'
'844d48b5df2e9e7a5887121eae7d7b01db7cdf6ff917cd8eb50c6bf1d'
'54f90cce1a491a9c74fea88f7e7230b047d16b5a6027881d6f154818f'
'06e513faf40c8814630e4e254f17a47bfe9cb519b98289935bf17673a'
'e4c8033504a20a898d0032ee402b72d5986322f3bdfb27400561f7476'
'cd715eaabb7338b854e51fc2fa026a5a579b6dcea1b1c0559c13d3c11'
'36f303f4b4d25ad5b692229957', 16),
'q': int('d3eba6521240694015ef94412e08bf3cf8d635a455a398d6f210'
'f6169041653b', 16),
'x': int('b2764c46113983777d3e7e97589f1303806d14ad9f2f1ef03309'
'7de954b17706', 16),
'y': int('814824e435e1e6f38daa239aad6dad21033afce6a3ebd35c1359348a0f2'
'418871968c2babfc2baf47742148828f8612183178f126504da73566b6'
'bab33ba1f124c15aa461555c2451d86c94ee21c3e3fc24c55527e'
'01b1f03adcdd8ec5cb08082803a7b6a829c3e99eeb332a2cf5c035b0c'
'e0078d3d414d31fa47e9726be2989b8d06da2e6cd363f5a7d1515e3f4'
'925e0b32adeae3025cc5a996f6fd27494ea408763de48f3bb39f6a06'
'514b019899b312ec570851637b8865cff3a52bf5d54ad5a19e6e400'
'a2d33251055d0a440b50d53f4791391dc754ad02b9eab74c46b4903'
'f9d76f824339914db108057af7cde657d41766a99991ac8787694f'
'4185d6f91d7627048f827b405ec67bf2fe56141c4c581d8c317333'
'624e073e5879a82437cb0c7b435c0ce434e15965db1315d648959'
'91e6bbe7dac040c42052408bbc53423fd31098248a58f8a67da3a'
'39895cd0cc927515d044c1e3cb6a3259c3d0da354cce89ea3552c'
'59609db10ee989986527436af21d9485ddf25f90f7dff6d2bae', 16)},
{'g': int('ce84b30ddf290a9f787a7c2f1ce92c1cbf4ef400e3cd7ce4978d'
'b2104d7394b493c18332c64cec906a71c3778bd93341165dee8'
'e6cd4ca6f13afff531191194ada55ecf01ff94d6cf7c4768b82'
'dd29cd131aaf202aefd40e564375285c01f3220af4d70b96f1'
'395420d778228f1461f5d0b8e47357e87b1fe3286223b553e3'
'fc9928f16ae3067ded6721bedf1d1a01bfd22b9ae85fce77820d88cdf'
'50a6bde20668ad77a707d1c60fcc5d51c9de488610d0285eb8ff721f'
'f141f93a9fb23c1d1f7654c07c46e58836d1652828f71057b8aff0b077'
'8ef2ca934ea9d0f37daddade2d823a4d8e362721082e279d003b575ee'
'59fd050d105dfd71cd63154efe431a0869178d9811f4f231dc5dcf3b'
'0ec0f2b0f9896c32ec6c7ee7d60aa97109e09224907328d4e6acd1011'
'7e45774406c4c947da8020649c3168f690e0bd6e91ac67074d1d436b'
'58ae374523deaf6c93c1e6920db4a080b744804bb073cecfe83fa939'
'8cf150afa286dc7eb7949750cf5001ce104e9187f7e16859afa8fd0d'
'775ae', 16),
'p': int('f335666dd1339165af8b9a5e3835adfe15c158e4c3c7bd53132e7d5828'
'c352f593a9a787760ce34b789879941f2f01f02319f6ae0b756f1a842'
'ba54c85612ed632ee2d79ef17f06b77c641b7b080aff52a03fc2462e8'
'0abc64d223723c236deeb7d201078ec01ca1fbc1763139e25099a84ec'
'389159c409792080736bd7caa816b92edf23f2c351f90074aa5ea2651'
'b372f8b58a0a65554db2561d706a63685000ac576b7e4562e262a1428'
'5a9c6370b290e4eb7757527d80b6c0fd5df831d36f3d1d35f12ab0605'
'48de1605fd15f7c7aafed688b146a02c945156e284f5b71282045aba9'
'844d48b5df2e9e7a5887121eae7d7b01db7cdf6ff917cd8eb50c6bf1d'
'54f90cce1a491a9c74fea88f7e7230b047d16b5a6027881d6f154818f'
'06e513faf40c8814630e4e254f17a47bfe9cb519b98289935bf17673a'
'e4c8033504a20a898d0032ee402b72d5986322f3bdfb27400561f7476'
'cd715eaabb7338b854e51fc2fa026a5a579b6dcea1b1c0559c13d3c11'
'36f303f4b4d25ad5b692229957', 16),
'q': int('d3eba6521240694015ef94412e08bf3cf8d635a455a398d6f210'
'f6169041653b', 16),
'x': int('52e3e040efb30e1befd909a0bdbcfd140d005b1bff094af97186'
'080262f1904d', 16),
'y': int('a5ae6e8f9b7a68ab0516dad4d7b7d002126f811d5a52e3d35c6d'
'387fcb43fd19bf7792362f9c98f8348aa058bb62376685f3d0c3'
'66c520d697fcd8416947151d4bbb6f32b53528a016479e99d2cd'
'48d1fc679027c15f0042f207984efe05c1796bca8eba678dfdd0'
'0b80418e3ea840557e73b09e003882f9a68edba3431d351d1ca0'
'7a8150b018fdbdf6c2f1ab475792a3ccaa6594472a45f8dc777b'
'60bf67de3e0f65c20d11b7d59faedf83fbce52617f500d9e5149'
'47c455274c6e900464767fb56599b81344cf6d12c25cb2b7d038'
'd7b166b6cf30534811c15d0e8ab880a2ac06786ae2ddde61329a'
'78d526f65245380ce877e979c5b50de66c9c30d66382c8f25465'
'3d25a1eb1d3a4897d7623399b473ce712a2184cf2da1861706c4'
'1466806aefe41b497db82aca6c31c8f4aa68c17d1d9e380b5799'
'8917655783ec96e5234a131f7299398d36f1f5f84297a55ff292'
'f1f060958c358fed346db2de45127ca728a9417b2c54203e33e5'
'3b9a061d924395b09afab8daf3e8dd7eedcec3ac', 16)}
]
assert expected == load_fips_dsa_key_pair_vectors(vector_data)
def test_vector_version():
assert cryptography.__version__ == cryptography_vectors.__version__